NZ Numeracy Project Activities List Stage One. 1:3 Numeral recognition Number Knowledge

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NZ Numeracy Project Activities List Stage One The following list of activities is to be used for a student who scores at Stage One on the NZ Numeracy Assessment. Choose activities in the areas in which the student was unable to demonstrate a particular skill in order to create an Intervention Prescription. 1:1 Rote counting 0-10 Number Knowledge Caterpillar Legs Clapping Counting Counting as We Go Flower Petals How Many? How Many Claps? How Many Taps? Loud and Soft Number Fans Number Mat Tick Tock Where Do I Go? 1:2 Saying forwards & backwards number word sequence in the range 0-10, starting and ending with any number Number Knowledge Before and After Birthday Cakes Caterpillar Legs Clapping Counting as We Go Feed the Elephants Flower Petals How Many Taps? Lily Pads Loud and Soft Number Fans Number Line Flips Number Mat Ten-frame Flashes Tick Tock Walk the Bridge 1:3 Numeral recognition Number Knowledge Birthday Cakes Caterpillar Legs Feed the Elephants Flower Petals How Many Claps? How Many Taps? Lily Pads Lucky Dip Match it Up Number Fans Number Line Flips Number Mat Pipe Cleaner Numbers Ten-frame Flashes Toy Box Walk the Bridge Where Do I Go? 1:4 Number order: What comes before & after a given number in the range 0-10 Number Knowledge Before and After Clapping Counting as We Go Feed the Elephants How Many Taps? Lily Pads Loud and Soft Number Fans Number Line Flips Number Mat Walk the Bridge 1:5 Ordering the numbers in the range 0-10 Number Knowledge Card Ordering Caterpillar Legs Feed the Elephants Number Line Flips Rocket Where Will I Fit? Who is the Richest? 1:6 Add/Sub Counting sets 0-10 Birthday Cakes Caterpillar Legs Facts to 10 Feed the Elephants Flower Petals Give Me Five How Many Cubes? How Many Taps? How Many? Match it Up Ten-Frame Flashes Toy Box 1:7 Add/Sub Forming sets 0-10 Birthday Cakes Caterpillar Legs Feed the Elephants Flower Petals Give Me Five How Many? Number Fans Ten-frame Flashes Toy Box 1:8 Number Knowledge Comparing two sets in the range 0-10 Comparing Sets of Claps Comparing Small Collections Comparisons with Counters Comparisons with Fingers Ten-Frame Flashes Who is the Richest? 1:9 Number Knowledge Recognizing patterns to 5 Adding and Subtracting with One Hand Fabulous Five Finger Patterns to 5 How Many Claps in All? Rekenrek Patterns to Five Ten-frame Flashes

Stage 1 Activity List Activity Name Skills Addressed Page 1. Adding and Subtracting with one hand 1.2 1.3 1.4 1 2. Before and After 1.2 1.4 3 3. Birthday Cakes 1.2 1.3 1.6 1.7 8 4. Blast Off in 5 1.9 11 5. Card Ordering 1.5 14 6. Caterpillar Legs 1.1 1.2 1.3 1.5 1.6 1.7 15 7. Clapping 1.2 1.3 1.6 1.7 17 8. Comparing Sets of Claps 1.8 18 9. Comparing Small Collections 1.8 19 10. Comparisons with Counters 1.8 31 11. Comparisons with Fingers 1.8 32 12. Counting 1.1 1.2 33 13. Counting as We Go 1.1 1.2 1.4 34 14. Fabulous Fives 1.9 35 15. Facts to 10 1.6 36 16. Feed the Elephants 1.2 1.3 1.4 1.5 1.6 1.7 39 17. Finger Patterns to Five 1.9 41 18. Flower Petals 1.1 1.2 1.3 1.6 1.7 42 19. Give Me Five 1.6 1.7 43 20. How Many? 1.1 1.6 1.7 44 21. How Many Claps? 1.1 1.3 45 22. How Many Claps in All? 1.9 46 23. How Many Cubes? 1.6 47 24. How Many Taps? 1.1 1.2 1.3 1.4 1.6 48 25. Lily Pads 1.2 1.3 1.4 49 26. Loud and Soft 1.1 1.2 1.4 56 27. Lucky Dip 1.3 57 28. Match it Up 1.3 1.6 58 29. Number Fans 1.1 1.2 1.3 1.4 1.7 63 30. Number Line Flips 1.2 1.3 1.4 1.5 65 31. Number Mat 1.2 1.3 1.4 1.5 68 32. Pipe Cleaner Numbers 1.3 69 33. Rekenrek Patterns to Five 1.9 70 34. Rocket Where Will I Fit? 1.5 71 35. Ten-frame Flashes 1.2 1.7 1.8 72 36. Tick Tock 1.1 1.2 76 37. Toy Box 1.6 1.7 77 38. Walk the Bridge 1.2 1.3 1.4 78 39. Where Do I Go? 1.1 1.3 79 40. Who is the Richest? 1.5 1.8 81

NZ Numeracy Project 1 Adding and Subtracting on One Hand - Stage 1 Skill Number: 1.2 1.3 1.4 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Saying the forwards and backwards number sequence in the range 0-10 starting and ending with any number Materials: None GSE.K.CC.2 1.3 Numeral recognition GSE.K.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Activity: Adding on One Hand State the problem: Jill has 3 apples and she buys 2 more apples. How many apples does she have altogether? Write 3 + 2 on the board. Have the students model 3 fingers then 2 more fingers on the same hand. Be sure that the student recognizes that 3 fingers and 2 fingers equal 5 without counting to solve the problem. Complete the number sentence: 3 + 2 = 5 Continue with word problem stories and recordings for: 5 + 0, 4 + 1, 2 + 3, 1 + 4, 0 + 5, 4 + 0, 3 + 1, 2 + 2, 1 + 3, 0 + 4, 3 + 0, 2 +1, 1 + 2, 0 + 3, 2 + 0, 1 + 1, 0 + 2, 1 + 0, 0 + 1 Subtracting on One Hand: State the following problem: Norman had 5 cars. He sold 2 of his cars. How many cars does he have now? Write 5 2 = on the board. Have the student model 5 fingers then taking away 2 fingers on the same hand. Be sure the student recognizes that 5 fingers minus 2 fingers equal 3 without counting to solve the problem. Complete the number sentence: 5 2 = 3 on the board. Continue with word problem stories and recordings for: 5 0, 5 1, 5-3, 5 4, 5 5, 4 0, 4 1, 4 2, 4 3, 4 4, 3 0, 3 1, 3 2, 3 3, 2 0, 2 1, 2 2, 1 0, 1-1

NZ Numeracy Project 2 State the following problem: When Mrs. Hemi goes out to the store there are 5 marshmallows in the jar. When she comes home her son, Bryce, has eaten some of them and there are 2 marshmallows left. How many marshmallows did Bryce eat? Write 5 -? = on the board. Have the student holds up l 5 fingers then tak away fingers on the same hand until there are 2 fingers left. Be sure the student recognizes that 5 fingers minus fingers equal 2 without counting to solve the problem. Complete the number sentence: 5? = 2 on the board. Continue with word problem stories and recordings for: 5 -? = 4, 4 -? = 3, 5 -? = 1, 3 -? = 1, 4 -? = 3.

NZ Numeracy Project 3 Skill Number: 1.2 1.4 Before and After - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Say the forwards and backwards number sequence in the range 0-10 GSE.K.CC.2 starting and ending with any number 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Materials: Before and After 1-10 Game Board see page 4 Numeral Cards for Before and After 1-10 (cut apart) see page 5 Teens Before and After Game Board see page 6 Teens Before and After Numeral Cards see page 7 Activity: Provide each student with a Before and After 1-10 Game Board. Place the number cards (that have been cut apart) face down in a stack (or you can spread them out on the table face down). Each student takes turns drawing a card from the stack of number cards. When a student chooses a card, s/he looks at the game board and decides if the number drawn comes before or after a number on his/her game card. If it does, the student must say: The number comes before/after the number. The student then places the number card in the correct square on his game board. If the number cannot be used on the game board the student loses his turn and returns the card to the stack so that it can be drawn again. The game ends when a student covers all of the blank squares on his/her game board.

NZ Numeracy Project 4 Before and After Game-board 1 10 3 8 4 9 2 5 7 6 9 5 2 8 10 7

NZ Numeracy Project 5 Numeral Cards for Before and After 1-10. Laminate and cut apart. 2 4 8 9 3 5 1 10 7 3 4 6 6 8 5 7 8 10 4 6 1 3 7 9 9 11 6 8

NZ Numeracy Project 6 Teens Before and After Game Board 10 13 11 17 16 15 12 13 16 19 12 11 17 14

NZ Numeracy Project 7 Numeral Cards for Before and After Teens Numbers. Laminate and cut apart. 9 11 12 14 10 12 16 18 15 17 14 16 11 13 12 14 15 17 18 20 11 13 10 12 16 18 13 15

NZ Numeracy Project 8 Skill Number: 1.2 1.3 1.6 1.7 Birthday Cakes - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Say the forwards and backwards number sequence in the range 0-10 starting and ending with any number Materials: Toothpicks Numeral Cards 0-10 see page 9 Birthday Cake Sheet see page 10 GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.6 Count sets 0-10 GSE.K.CC.4 1.7 Form sets 0-10 GSE.K.CC.5 Activity: In pairs, the students select cards for the age of a student having a party (between the ages of 1-10) and match this with candles (toothpicks) on the birthday cake. Repeat this except ask questions like: How many more candles will be needed in 2 years time? How many more candles will be needed when the student goes from 7 to 9 years of age?

NZ Numeracy Project 9 Numeral Cards 0 1 2 3 4 5 6 7 8 9 10

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NZ Numeracy Project 11 Skill Number: 1.9 Blast Off in 5 - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.9 Recognize patterns to 5 GSE.K.OA.1 Materials: Blast Off Five-frame Cards (print on cardstock and laminate) see page 12 Blast Off Rocket Sheet see page 13 Activity: 1. Players are dealt 5 five-frame cards each. 2. Taking turns, players try to find 2 cards in their hand that have 5 black dots in total. 3. If the player has 2 cards that add to 5 he/she puts the cards down and cover one of the 5s on the rocket with a counter. 4. Only one number may be covered in a turn. 5. If a player cannot make a 5 he/she must pick up a card. 6. If the player is left with 1 or no cards in after his/her turn he/she may pick up a card(s) to have 2 cards. 7. The first person to fill up his/her Blast Off rocket is the winner!

NZ Numeracy Project 12 Blast Off in 5 Five-Frame Cards. Copy and laminate.

NZ Numeracy Project 13 Blast Off in 5 Rocket 5 5 5 5 5 5

NZ Numeracy Project 14 Skill Number: 1.5 Card Ordering - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.5 Order numbers in the range 0-10 GSE.K.CC.7 Materials: Deck of cards with picture cards removed. Keep the aces. Numeral cards 0-10 - see page 9 Activity: The object of the game is to play the cards in order and be the student to play the cards that has 10 on it. Each ace is worth one. Place the aces face up to begin four stacks. Shuffle the cards. Deal each student five cards. A student with a two card begins by placing it on top of the ace. Students take turns putting one card on a stack of their choice. They must add to the stacks in sequence from 1 to 10. After each student has had their turn, they pick up a new card from the pack. If a student cannot go, then they keep picking up cards from the pack until they can go. The student who plays the 10 collects the stack. They receive a point and put that stack of cards to one side. The students continue to play their cards until there are no cards left and four stacks of 1 to 10 have been completed.

NZ Numeracy Project 15 Skill Number: 1.1 1.2 1.3 1.5 1.6 1.7 Caterpillar Legs - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote Counting 0-10 GSE.K.CC.1 1.2 Saying the forwards and backwards number word sequence in the range GSE.K. 0-10 starting and ending with any number GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.5 Order numbers in the range 0-10 GSE.K.CC.7 1.6 Counts sets 0-10 GSE.K.CC.5 1.7 Form sets 0-10 GSE.K.CC.4 Materials: Toothpicks Numeral cards 0-10 see page 9 Caterpillar Legs Sheet see page 16 Activity: Place a blank caterpillar in front of the student. Explain that a numeral card (between 1-10) will be placed on the caterpillar and that he/she will use toothpicks to put that number of legs on the caterpillar (if the student has little number recognition the numeral cards should be initially 1, 2, or 3 and then gradually increase the number size). Continue the activity by placing new blank caterpillars in front of the student with different numbers and having him/her add the correct number of legs for each. When several are complete, have the student order the caterpillars from the smallest number of legs to the largest.

NZ Numeracy Project 16 Caterpillar Legs Sheet

NZ Numeracy Project 17 Skill Number: 1.2 1.3 1.6 1.7 Clapping - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Saying the forwards and backwards number word sequence in the range 0-10 starting and ending with any number Materials: None GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K..CC.3 1.6 Counts sets 0-10 GSE.K.CC.5 1.7 Form sets 0-10 GSE.K.CC.4 Activity: By clapping hands in time, the student: Counts from 0 to 10 Counts from a number other than 1 and stops at a specific number (between 1 and 10) Counts backwards from 10 to 0 Counts backwards to a different number (other than 10) and stop at a specific number (between 0 and 10) By clapping hands and slapping knees alternately in time, the student: Counts from 0 to 10 Counts from a number other than 1 and stops at a specific number (between 0 and 10) Counts backwards from 10 to 0 Counts backwards to a different number (other than 10) and stop at a specific number (between 0 and 10) By slapping knees, then chest, then clapping hands alternately in time, the student: Counts from 0 to 10 Counts from a number other than 1 and stops at a specific number (between 0 and 10) Counts backwards from 10 to 0 Counts backwards to a different number (other than 10) and stop at a specific number (between 0 and 10)

NZ Numeracy Project 18 Skill Number: 1.8 Comparing Sets of Claps - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Materials: None Activity: State the following: I am going to clap. I want you to tell me how many times I clap. (Clap three times). How many claps were in that set? (Have the student say the number and then clap two more times). How many claps were in that set? (Have the student say the number). Which set had the most claps? Which set had the least claps? (3 claps, the most and 2 claps, the least). Continue with more clapping sets in the number range 0-10. Notes: Ask the child to look away so that he/she does not observe you making the claps. Typically, children are less able to count clapping sequences than at counting collections, for example, counting a sequence of ten claps versus a collection of ten counters. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds

NZ Numeracy Project 19 Skill Number: 1.8 Comparing Small Collections - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Materials: Cards with one, two six dots see page 20 Dots are randomly arranged (not in a regular spatial pattern) About 10 cards for each number of cots (60 cards in all) Activity: Lay out two cards with a different number of dots on each card. Pick up the card that has more dots. Repeat with other pairs of dot cards showing different numbers of dots. Notes: This task is relatively easy for 5-year-olds and above. Accordingly, the task might reveal a lack of very beginning number knowledge. Children might spontaneously say a number to indicate how many dots on a card. Children who are not able to ascribe numerosity to a collection might nevertheless be successful on these tasks. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds. SAGE, Los Angeles p. 51

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NZ Numeracy Project 31 Skill Number: 1.8 Comparisons with Counters - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Materials: Counters Activity: Give each student 10 counters and pair them with a partner. One person makes a line of 5 counters. Have the student count aloud as the counters are placed on the table. Tell the second student to make a line of 7 counters underneath the counters laid down by the first person. Make sure that the student lines up the 7 counters with the 5 counters. Ask questions such as: Who has the longest line? Who has the shortest line? Which set of counters has the most counters? Which set has the least? How many more would you need in the short line to be equal to the long line? Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds. SAGE, Los Angeles p. 54

NZ Numeracy Project 32 Skill Number: 1.8 Comparisons with Fingers - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Skill Descriptions Aligned to CCGPS: Materials: None Activity: Pair each student with a partner. Have each student make a finger pattern behind their backs (in the number range 1-10). On the count of 3 have the students show their finger pattern to each other. Ask questions such as: Who is holding up the greatest number of fingers? Who is holding up the most fingers? Who is holding up the least number of fingers? How many more fingers would the least amount have to hold up to be equal with the greatest amount? Continue with different set amounts in the number range of 1-10. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds. SAGE, Los Angeles p. 54

NZ Numeracy Project 33 Skill Number: 1.1 1.2 Counting - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote Counting 0-10 GSE.K.CC.1 1.2 Say the forwards and backward number word sequence in the range 0-10, MCC.K.CC.2 starting and ending with any number Materials: Large 100-chart (preferably one that is laminated and can be used with a dry erase marker) Rekenrek with at least 10 beads (one each for the students) Activity: With 100-Chart Have the students clap as they count in ones to 10. Mark off each number on the hundreds board as they are said. Practice the number sequences forwards and backwards. Ask the students to identify individual numbers on the hundreds chart from the sequence they have just counted. With the Rekenrek Have the students count aloud as they move one bead at a time on the Rekenrek from one side to the other. Practice the number sequences forwards and backwards (moving beads from the right to the left)

NZ Numeracy Project 34 Skill Number: 1.1 1.2 1.4 Counting as We Go - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote Counting 0-10 GSE.K.CC.1 Say the forwards and backward number word sequence in the range 0-10, 1.2 GSE.K.CC.2 starting and ending with any number 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Materials: Objects to pass around Activity: The students get into groups and arrange themselves in circles. Choose a student in each group to start at 1. The students pass an object around and count it as it passes each person. The students count as far as 10. Examples: Repeat counting from 1. Challenging Examples: The group selects a single-digit number. Repeat the above activity, but count backwards from the selected number. Before counting the students predict who will be number 1. They check their prediction by passing an object and counting down out loud. Give all groups the same starting number. All groups count forward (up to 10). Play some music. When you stop the music each student draws the group s current number in the air. Record the numbers of all groups on the board and discuss whose number is the biggest.

NZ Numeracy Project 35 Skill Number: 1.9 Fabulous Fives - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.9 Recognizing patterns to 5 GSE.K.OA.1 Materials: Rekenrek Activity: The focus in these lessons is not on counting but is on instantly recognizing or subitizing combinations to five. The ability of some young children to recognize small quantities without counting has been somewhat overlooked in the emphasis that has been given to counting. This lesson is a combination of recognizing and just knowing groupings to five and recording these combinations and separations in multiple ways thereby establishing a base for continued strategy development. Practice making finger patterns for the numbers 0-5. The focus is on grouping not counting. Many students like to show number ears. Begin with finger patterns the students will know like 1, 2 and 5. Find other patterns from these numbers e.g. Show me 5 fingers Change it into 3 How did you do that? What would 3 look like? Repeat this activity with the students hiding their fingers behind their backs and visualizing the finger patterns. Move over a small number of beads e.g. 6. Ask: How many beads did I just push? How did you know it was without counting the beads? Look for responses such as: I know that 6 is one more than 5. Have the student show you 6 fingers to reinforce the connection. Try this for other groupings such as: Eight is five and what? Alternatively, start by pushing across five beads and ask how many are needed to make eight? Follow up by asking: How did you know? Ask the student to show the same fact with their fingers. Push beads across and ask: How many more are needed to make 10? Connect this with finger patterns.

NZ Numeracy Project 36 Skill Number: 1.6 Facts to 10 - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.6 Counting sets 0-10 GSE.K.CC.5 Materials: Counters for place markers Dice Groups Board see page 37 Facts to Ten Sheet see page 38 Activity: Have a pile of ten-frames with five or more dots on each that will be the draw pile. One person shows a ten-frame briefly. That player says how many empty spaces there are on the card. If correct, the player moves his/her counter forward that number of spaces. Now, it is the next player s turn. The first person to reach the end is the winner. Examples: Student 1 draws this card. Student 1 says 4 and moves 4 spaces on the game board. Student 2 draws this card. If the student says 2, the student can move 2 spaces on the board. Now it s player 1 s turn again.

NZ Numeracy Project 37 Dice Groups Each player takes turns to shake the dice and moves their counter the number of spaces shown on the dice. The winner is the first player to reach the finish. 1 2 3 4 5 6 7 13 12 11 10 9 8 14 15 16 17 18 19 24 23 22 21 20

NZ Numeracy Project 38 Facts to 10

NZ Numeracy Project 39 Skill Number: 1.2 1.3 1.4 1.5 1.6 1.7 Feed the Elephants - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Sat the forwards and backwards number word sequence in the range 0-10, starting and ending with any number Materials: Paper cups Counters Feed the Elephant Sheet GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 MCC.K.CC.2 1.5 Order the numbers in the range 0-10 GSE.K.CC.7 1.6 Counting sets 0-10 GSE.K.CC.5 1.7 Forming sets 0-10 GSE.K.CC.4 Activity: Cut apart the elephants on the Feed the Elephants Sheet (copy enough sheets to have 10 elephants). Write a number (between 1 and 10) in the speech bubble on each elephant and paperclip each to a paper cup. The student feeds each elephant the correct amount of food (counters) and checks his/her answer. The student then orders the cups either forwards or backwards.

NZ Numeracy Project 40 Place a numeral in each of the speech bubbles. Feed the Elephants

NZ Numeracy Project 41 Skill Number: 1.9 Finger Patterns to Five - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.9 Recognizing patterns to 5 GSE.K.OA.1 Materials: None Activity: Practice making finger patterns for the numbers 1 to 5. The focus is on grouping not counting. Begin by modeling how to create finger patterns for each number 1-5 using one hand. Have students practice making each number. State a number (between 1 and 5) and have the student show the number with his/her finger(s). Find addition (plus one) patterns from these numbers, e.g. Show me 3 fingers Now, show me 4. What did you do to make 4? (add a finger); Show me 2 fingers Now show me 3. What did you do to make 3? etc. Find subtraction (minus one) patterns from these numbers, e.g. Show me 5 fingers Now, show me 4. What did you do to make 4? (took a finger away); Show me 2 fingers Now show me 1. What did you do to make 1? etc. Repeat this activity with the students as they hidetheir fingers behind their backs and visualize the finger patterns.

NZ Numeracy Project 42 Skill Number: 1.1 1.2 1.3 1.6 1.7 Flower Petals - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 Say the forwards and backwards number word sequence in the range 0-10, 1.2 GSE.K..CC.2 starting and ending with any number 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.6 Counting sets 0-10 GSE.K.CC.5 1.7 Forming sets 0-10 GSE.K.CC.4 Materials: Counters to represent petals Activity: Draw a circle on a piece of paper. Place a number (0-10) in the circle. The student surrounds the circle (the center of the flower) with the correct number of petals (counters) that correspond to the number on the circle. Have the student touch each petal and say its number as he/she places it on the flower. Then have the student pluck the flower and count backwards from the number on the flower.

NZ Numeracy Project 43 Skill Number: 1.6 1.7 Give Me Five - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.6 Counting sets 0-10 GSE.K.CC.5 1.7 Forming sets 0-10 GSE.K.CC.4 Materials: Ping-pong balls numbered 1-10 Bag or box Objects to collect Hoops or containers Activity: Group ten children into pairs. Place ping-pong balls numbered 1 to 10 in a bag or box. One pair of students pick out a ping-pong ball and say the number (with assistance if required). Each pair then goes to collect that number of named objects e.g. pencils, books, beanbags. The items are brought back and placed in a hoop or container. Each pair checks the other students collections to see if they have the correct number of objects. The group then counts each collection in turn using a child to act as a pointer. Continue the activity with other numbers. Vary the activity by giving each pair a different number. Collect mixed items, for example, one pencil, one book, one beanbag. Place other containers with a differently numbered ping-pong ball in each. Children match the collections to the numbers. Use a wider range of numbers. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert; in the with SAGE, Los Angeles, p. 62.

NZ Numeracy Project 44 Skill Number: 1.1 1.6 1.7 How Many? - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 1.6 Counting sets 0-10 GSE.K.CC.5 1.7 Forming sets 0-10 GSE.K.CC.4 Materials: Marbles or heavy counters Container with a hole in the top Activity: The students close their eyes and listen and count as you drop objects into a container. At the end ask how many objects are in the container. Check by emptying the container and counting them. Repeat with students in pairs. One student does the dropping and the other does the counting. Then they swap roles.

NZ Numeracy Project 45 Skill Number: 1.1 1.3 How Many Claps? - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 1.3 Numeral Recognition 0-10 GSE.K.CC.3 Materials: Number Cards 0-10 see page 9 Activity: I am going to make some claps and I want you to count out loud as I clap. Clap 3 times and then ask: How many did I Have students state the number and also show them the number card 3. Continue with other sets of claps in the number range 1-10. Notes: Ask the child to look away so that they do not observe you making the claps. Typically, children are less able to count clapping sequences than counting collections, e.g. counting a sequence of ten claps versus a collection of ten counters. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert; in the Classroom with SAGE, Los Angeles, p. 54.

NZ Numeracy Project 46 Skill Number: 1.9 How Many Claps in All? - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.9 Recognizing patterns to 5 GSE.K.OA.1 Materials: None Activity: State the following: I am going to and I want you to tell me how many I Clap three times. Ask: How many times did I clap? Have the students say the number. Then clap two more times and ask: How many did I clap? Have the students say the number and then ask: How was that altogether? (3 claps + 2 claps = 5 claps) Continue with patterns to 5 such as: 1-1, 1-2, 1-3, 1-4, 2-1, 2-2, 2-3, 3-1, 3-2, 4-1. Notes: Ask the child to look away so that they do not observe you making the claps. Typically, children are less able to count clapping sequences than count collections, e.g. counting a sequence of ten claps versus a collection of ten counters.

NZ Numeracy Project 47 Skill Number: 1.6 How Many Cubes? - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.6 Counting sets 0-10 GSE.K.CC.5 Materials: Wooden cubes or Uni-fix cubes etc. Activity: Place 10 loose cubes in front of the student. Pick up a handful of cubes and show them very briefly to the student. Have him/her estimate how many cubes he/she thinks are in your hands (without counting). Have the student count the cubes (using one-to-one correspondence) and state the number. See if it is the same number that was estimated. Do the same activity but have the student pick up the cubes and estimate how many he/she thinks are in his/her hands (without counting). Have him/her count the cubes and state the number. See if it is the same number that was estimated. Continue in like manner with different amounts in the range 1-10.

NZ Numeracy Project 48 Skill Number: 1.1 1.2 1.3 1.4 1.6 How Many Taps? - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 Say the forward s and backwards word number sequence in the range 0-10, 1.2 GSE.K.CC.2 starting and ending with any number 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 1.6 Counting sets 0-10 GSE.K.CC.5 Materials: Number Cards 1-10 see page 9 Activity: Have the student sit directly in front of you with his back to you. Give student the number cards 1-10. Tap a specific number of times on the student s back and then have him/her hold up the number card that corresponds with the number of taps. Continue with different numbers. Once comfortable with identifying the number of taps, have the student also show the number card for the number before and the number after the specific number. After holding up the number card for a specific number of taps, have the student rote count to that specific number starting with 1. Also have him/her count backwards from the specific number down to 1.

NZ Numeracy Project 49 Skill Number: 1.2 1.3 1.4 Lily Pads - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Say the forward s and backwards word number sequence in the range 0-10, starting and ending with any number Materials: Large Number Cards 0-10 - see page 50 GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Activity: Tape large number cards in order 0-10 on the floor to create lily pads. The student acts as a frog and jumps on specific numbers, sequences of numbers or the number just after or before a given number.

NZ Numeracy Project 50 Large Numeral Cards

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NZ Numeracy Project 56 Skill Number: 1.1 1.2 1.4 Loud and Soft - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 Say the forward s and backwards word number sequence in the range 0-10, 1.2 GSE.K.CC.2 starting and ending with any number 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Materials: Two puppets Activity: Students will practice counting with two puppets to ten forwards and backwards. One puppet (student) speaks loudly and the other speaks softly. Counting from zero the puppets say the numbers alternately and the students count with the puppets loudly then softly. If a puppet can squeak, get the students to close their eyes and count the squeaks the puppet made. Example: Repeat by starting and counting forwards and backwards from different starting and ending points.

NZ Numeracy Project 57 Skill Number: 1.3 Lucky Dip - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.3 Numeral recognition 0-10 GSE.K.CC.3 Materials: Numeral Cards 0-10 - see page 10 Activity: Show the students a card and ask them what number it is. Say: Draw the number in the air with your hand. The student draws the number on the table, board, or floor in large writing. Repeat with further cards.

NZ Numeracy Project 58 Skill Number: 1.3 1.6 Match it Up - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.6 Counting sets 0-10 GSE.K.CC.5 Materials: Numeral Cards 0-10 - see page 9 Match it Up cards- see page 59 Activity: The students place the dot cards face down in one row and the numeral cards face down in a parallel row. Then they take turns to turn over a card from each row and see if the numeral card and the dot card match. If there is a match, the student keeps the pair. The game continues until all the pairs are matched.

NZ Numeracy Project 59 Match it Up Cards 1 2 3 4 5 6

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NZ Numeracy Project 63 Skill Number: 1.1 1.2 1.3 1.4 1.7 Number Fans - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 Say the forward s and backwards word number sequence in the range 0-10, 1.2 GSE.K.CC.2 starting and ending with any number 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 1.7 Forming sets 0-10 GSE.K.CC.4 Materials: Number Fans see page 64 Activity: The students use the fans to show numbers. The teacher states a number between 0 and 10 and the student holds up that number in the fan (student folds under the numbers not being called). Have student rote count from 0-10 showing each number with the fan. Have the student count backwards from 10 showing each number. Have the student show the numbers that come before and after a specific number using the fan numbers. The student can create a set using objects (in the range from 1-10) then show the amount using the fan numbers.

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NZ Numeracy Project 65 Skill Number: 1.2 1.3 1.4 1.5 Number Line Flips - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Say the forward s and backwards word number sequence in the range 0-10, starting and ending with any number Materials: Number Line Flips sheet see page 66 GSEK.CC.2 1.3 Numeral recognition 0-10 GSEK.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 GSEK.CC.2 1.5 Ordering the numbers in the range 0-10 GSEK.CC.7 Activity: Construct the number line flaps (see Number Line Flips sheet) so that a number line can be inserted to create hidden numbers. Insert the 1-10 number line and have the student flip up the first and last number on the number line. Point to one of the hidden numbers on the line and have the student state which number it is. Flip up the flap to check for correctness. Continue by using different numbers and number lines. Expand the activity by having the student state the number that comes before and after the hidden number. Have student count up to a certain number from the hidden number. Have student count backwards from the hidden number.

66 Enlarge if necessary. Stick the two flaps together and cut vertically on the lines. The number strips can then be cut out and placed inside the strip and the appropriate flaps lifted. Flap Flap 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 Source: New Zealand Ministry of Education

67 14 15 16 17 18 19 20 21 22 23 25 26 27 28 29 30 31 32 33 34 30 31 32 33 34 35 36 37 38 39 44 45 46 47 48 49 50 51 52 53 49 50 51 52 53 54 55 56 57 58 Source: New Zealand Ministry of Education

NZ Numeracy Project 68 Skill Number: 1.2 1.3 1.4 1.5 Number Mat - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Say the forward s and backwards word number sequence in the range 0-10, starting and ending with any number Materials: Number Mat. The mat is large enough for students to stand, walk or jump on. The mat can be created using a tablecloth, shower curtain, carpet squares etc. See template below. GSEK.CC.2 1.3 Numeral recognition 0-10 GSEK.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 GSEK.CC.2 1.5 Ordering the numbers in the range 0-10 GSEK.CC.7 Activity: State a number and have the student stand on that number. Repeat for additional numbers. The student stands on a specific number. Have him/her state the number that comes after and then jump to that number on the mat. Have student state the number that comes before and have him/her jump to that number. Repeat for additional numbers. Have the student stand on the number 0. The student rote counts from 0-9 as he/she jumps on each number stated. Have student stand on the number 9. Now, he/she counts backwards from 9 to 0 as he/she jumps on each number stated. Give the student a number sequence to count e.g. Start at 3 and count to 7; or Start at 6 and stop at 2. Give the student two or three numbers to touch and have him/her bend and stretch to touch them all at one time (similar to the game Twister). Have the student toss a bean bag onto the mat and have him/her state the number it lands on. 5 8 9 3 2 7 5 0 0 1 4 6 7 9 2 8

NZ Numeracy Project 69 Skill Number: 1.3 Pipe Cleaner Numbers - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.3 Numeral recognition 0-10 GSEK.CC.3 Materials: One Pipe Cleaner for each student Activity: Say a number between 0 and 9. Have the student make that number with the pipe cleaner.

NZ Numeracy Project 70 Skill Number: 1.9 Rekenrek Patterns to Five - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.9 Recognizing patterns to 5 GSEK.OA.1 Materials: Rekenrek Activity: Have students take out a rekenrek. Ask them to move a small number of beads (no more than 5) from the right to the left. Ask: How many beads did you just push over? and How did you know it was (number) without counting the beads? The teacher should look for responses such as: I know that one more than three is four. Ask the student how many more are needed to make 5. The goal of this task is for students to be able to subitize and reinforcing the key knowledge of pairs of numbers that add up to 5.

NZ Numeracy Project 71 Skill Number: 1.5 Rocket Where Will I Fit - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.5 Ordering numbers in the range 0-10 GSEK.CC.7 Materials: Dodecahedral 0-9 dice Activity: Each student needs to draw a Rocket playing board like the one shown (or have one provided for them. Be sure that each rocket has 11 floors in order to allow for each number in the range 0-10. The aim of the game is to fill every floor of the rocket with numbers in order. Each player takes turns throwing the dice to make numbers for their rockets. The student records the number thrown on the rocket in the appropriate spot. If a player cannot place a number they have thrown (because they have already recorded it), they miss that turn. The first student to complete his/her rocket is the winner.

NZ Numeracy Project 72 Skill Number: 1.2 1.6 1.7 1.8 1.9 Ten-frames Flashes - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Say the forwards and backwards number word sequence in the range 0 10 starting and ending with any number Materials: Ten-frames 5 dots or more - see page 73 Empty ten-frame for the Game Board - see page 75 GSEK.OA.1 1.6 Counting sets 0-10 GSE.K.CC.5 1.7 Form sets 0-10 GSE.K.CC.4 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 1.9 Recognizing patterns to 5 GSE.K.OA.1 Activity: Place the Tens Frame Flashes Empty Spaces game board in front of the student(s). If instructing only one student, you will need to play in order to establish a winner at the end of the game. Have the student(s) choose a counter/game piece. o o o Flash a ten-frame (with 5 or more dots) for 3 seconds. The student states the number of EMPTY (blank) spaces on the frame. If correct, the student moves that many spaces on the game board. The first student to the FINISH spot wins. Review the ten-frame that was shown. Have student compare the number of empty spaces to dots on the card. Have student state which set has the greatest amount and which set has the least amount. Sample Response: The black dot set has the greatest amount. The empty spaces set has the least amount.

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NZ Numeracy Project 75 Ten-frame Flash Game Board

NZ Numeracy Project 76 Skill Number: 1.1 1.2 Tick Tock - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 Say the forwards and backwards number word sequence in the range 0 10 1.2 GSE.K.CC.12 starting and ending with any number Materials: Weighted object on a piece of string Activity: Have the student choose one of the following exercises: taking giant steps taking baby steps jumping in place jumping jacks toe touches. Using the weighted object on the string (a pendulum) swing it to a specific number between 1 and 10. The student would count aloud for each swing. Then the student would do the chosen exercise for that same number while counting aloud. Have student do the same exercise (or a different) exercise starting on the specified number and counting backwards to 1.

NZ Numeracy Project 77 Skill Number: 1.6 1.7 Toy Box - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.6 Counting sets 0-10 GSE.K.CC.5 1.7 Form sets 0-10 GSE. K.CC.4 Materials: Collections of toys or objects Large die marked 0 and 1 Activity: Place a collection of small objects in the center of the table. One child rolls a large die labeled 0 and 1. If the die displays 1, the child takes one object. If the die displays 0, the child does not take anything. Take turns with each child building individual collections. When one child has a few objects in their collection (a set in the number range of 1 to 10) Ask: do you Encourage the child to touch and count each object, saying each number in turn. Ask: Emphasize that the last number in the count corresponds to the number of objects in the collection. Continue to play until one child has five objects. o Vary the size of the objects counted (larger objects, smaller objects). o Vary the objects in the collections, sometimes all of the same, sometimes different. o Vary the way the children collect the objects, for example arranging in a row, a ring, or a container. o Use a die numbered with 0, 1, and 2. Notes: Children might have difficulty keeping track of the number words as they are counting. Children might not know the number word sequence very well. Children might have difficulty coordinating a number word with each item. Suitable for small groups. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert; in the Classroom with SAGE, Los Angeles, p. 59.

NZ Numeracy Project 78 Skill Number: 1.2 1.3 1.4 Walk the Bridge - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.2 Say the forwards and backwards number word sequence in the range 0 10 starting and ending with any number Materials: Large numeral cards 1 10 - see page 50 GSE.K.CC.2 1.3 Numeral Recognition GSE.K.CC.3 1.4 Number Order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Activity: Place large numeral cards on the ground in order from 1 to 10 to form a bridge. The students count as one student steps on the number. The student who is walking the bridge may decide to walk forwards or backwards. The other students follow closely to produce the forward or backward counting sequence. Have the student stand on a number and discuss what is before and after that number.

NZ Numeracy Project 79 Skill Number: 1.1 1.3 Where Do I Go? - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.1 Rote counting 0-10 GSE.K.CC.1 1.3 Numeral Recognition GSE.K.CC.3 Materials: 40 cards (numbers 1-10) in four different colors 4 colored circle cards Activity: The teacher decides which numbers to use for the game. This will depend on the children s ability to identify numerals and also their forward number word sequence (FNWS) range e.g. a child might be able to say the FNWS to 10 but unable to identify some of the numerals from 1 10 and to count collections of up to 10 items. The teacher can decide to work in ranges such as: 1 to 3, 1 to 5, or 1 to 10. If working in the 1 to 10 range; the numerals 1 to 10 are written four times on cards. Each time in a different color, (the number 9 for example could be red, yellow, green, and blue). Four other cards displaying a circle of each of the four colors are also needed. The teacher places the four colored circles in a column, shuffles all the other cards (40 if working in 1 to 10 range), and then places ten cards face down at the side of each circle. The teacher asks a child to turn over any card. If the child was to turn a red 8, the teacher then explains that this card is presently in the yellow row and must be placed in the red row in the eighth position. The child might need to start at one and count each card to determine the eighth position. The child then picks up the card in the eighth position in the red row and replaces it with the red 8. The new card must then be placed in the correct position. The game ends when each card is in its correct position.

NZ Numeracy Project 80 Red 8 Notes: This activity is appropriate for children having difficulty coordinating number words and items or having difficulty with numeral identification. When children are familiar with this game they might observe that the numbers in a given column are the same. If they make a mistake in their perceptual counting the numbers are not the same and the error is apparent. If a child turns over a card that is already in its correct position, any other card is turned over. Initially, two rows (two colors) rather than four could be used in order to reduce the complexity of the task. This activity is suitable for individuals, pairs or small groups of children take turns in placing cards.

NZ Numeracy Project 81 Skill Number: 1.5 1.8 Who is the Richest? - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to CCGPS: 1.5 Order numbers in the range 0-10 GSE.K.CC.7 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Materials: Play money Activity: Give each student in the group a number of one dollar bills in the number range of 1-20. Have each child count his/her money and state the amount that he/she has. Record the amounts in a table. Name Amount Emily $18 Mark $12 Brody $16 Then ask the question: Who is the richest? The students compare their money to the amounts the other students have and as a group, the students declare the richest among them. Then, using the information recorded in the table, assist the students in ordering the amounts from least to greatest and from greatest to least. Continue in like manner until each student has been the richest at least once.

Stage 1 Activity List Activity Name Skills Addressed Page 1. Adding and Subtracting on One Hand 1.2 1.3 1.4 1 2. Before and After 1.2 1.4 3 3. Birthday Cakes 1.2 1.3 1.6 1.7 8 4. Blast Off 1.9 11 5. Card Ordering 1.5 14 6. Caterpillar Legs 1.1 1.2 1.3 1.5 1.6 1.7 15 7. Clapping 1.2 1.3 1.6 1.7 17 8. Comparing Sets of Claps 1.8 18 9. Comparing Small Collections 1.8 19 10. Comparisons with Counters 1.8 31 11. Comparisons with Fingers 1.8 32 12. Counting 1.1 1.2 33 13. Counting As We Go 1.1 1.2 1.4 34 14. Fabulous Fives 1.9 35 15. Facts to 10 1.6 36 16. Feed the Elephants 1.2 1.3 1.4 1.5 1.6 1.7 39 17. Finger Patterns to Five 1.9 41 18. Flower Petals 1.1 1.2 1.3 1.6 1.7 42 19. Give me Five 1.6 1.7 43 20. How Many? 1.1 1.6 1.7 44 21. How Many Claps? 1.1 1.3 45 22. How Many Claps in All? 1.9 46 23. How Many Cubes? 1.6 47 23. How Many Taps? 1.1 1.2 1.3 1.4 1.6 48 24. Lily Pads 1.2 1.3 1.4 49 25. Loud and Soft 1.1 1.2 1.4 56 26. Lucky Dip 1.3 57 27. Match it Up 1.3 1.6 58 28. Number Fans 1.1 1.2 1.3 1.4 1.7 63 29. Number Line Flips 1.2 1.3 1.4 1.5 65 30. Number Mat 1.2 1.3 1.4 1.5 68 31. Pipe Cleaner Numbers 1.3 69 32. Rekenrek Patterns to Five 1.9 70 33. Rocket Where will I Fit? 1.5 71 34. Ten-Frame Flashes 1.2 1.6 1.7 1.8 1.9 72 35. Tick Tock 1.1 1.2 76 36. Toy Box 1.6 1.7 77 37. Walk the Bridge 1.2 1.3 1.4 78 38. Where Do I Go? 1.1 1.3 79 40. Who is the Richest? 1.5 1.8 81

NZ Numeracy Project 1 Adding and Subtracting on One Hand - Stage 1 Skill Number: 1.2 1.3 1.4 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.2 Saying the forwards and backwards number sequence in the range 0-10 starting and ending with any number Materials: None GSE.K.CC.2 1.3 Numeral recognition GSE.K.CC.3 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Activity: Adding on One Hand State the problem: Jill has 3 apples and she buys 2 more apples. How many apples does she have altogether? Write 3 + 2 on the board. Have the students model 3 fingers then 2 more fingers on the same hand. Be sure that the student recognizes that 3 fingers and 2 fingers equal 5 without counting to solve the problem. Complete the number sentence: 3 + 2 = 5 Continue with word problem stories and recordings for: 5 + 0, 4 + 1, 2 + 3, 1 + 4, 0 + 5, 4 + 0, 3 + 1, 2 + 2, 1 + 3, 0 + 4, 3 + 0, 2 +1, 1 + 2, 0 + 3, 2 + 0, 1 + 1, 0 + 2, 1 + 0, 0 + 1 Subtracting on One Hand: State the following problem: Norman had 5 cars. He sold 2 of his cars. How many cars does he have now? Write 5 2 = on the board. Have the student model 5 fingers then taking away 2 fingers on the same hand. Be sure the student recognizes that 5 fingers minus 2 fingers equal 3 without counting to solve the problem. Complete the number sentence: 5 2 = 3 on the board. Continue with word problem stories and recordings for: 5 0, 5 1, 5-3, 5 4, 5 5, 4 0, 4 1, 4 2, 4 3, 4 4, 3 0, 3 1, 3 2, 3 3, 2 0, 2 1, 2 2, 1 0, 1-1

NZ Numeracy Project 2 State the following problem: When Mrs. Hemi goes out to the store there are 5 marshmallows in the jar. When she comes home her son, Bryce, has eaten some of them and there are 2 marshmallows left. How many marshmallows did Bryce eat? Write 5 -? = on the board. Have the student holds up l 5 fingers then tak away fingers on the same hand until there are 2 fingers left. Be sure the student recognizes that 5 fingers minus fingers equal 2 without counting to solve the problem. Complete the number sentence: 5? = 2 on the board. Continue with word problem stories and recordings for: 5 -? = 4, 4 -? = 3, 5 -? = 1, 3 -? = 1, 4 -? = 3.

NZ Numeracy Project 3 Skill Number: 1.2 1.4 Before and After - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.2 Say the forwards and backwards number sequence in the range 0-10 GSE.K.CC.2 starting and ending with any number 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Materials: Before and After 1-10 Game Board see page 4 Numeral Cards for Before and After 1-10 (cut apart) see page 5 Teens Before and After Game Board see page 6 Teens Before and After Numeral Cards see page 7 Activity: Provide each student with a Before and After 1-10 Game Board. Place the number cards (that have been cut apart) face down in a stack (or you can spread them out on the table face down). Each student takes turns drawing a card from the stack of number cards. When a student chooses a card, s/he looks at the game board and decides if the number drawn comes before or after a number on his/her game card. If it does, the student must say: The number comes before/after the number. The student then places the number card in the correct square on his game board. If the number cannot be used on the game board the student loses his turn and returns the card to the stack so that it can be drawn again. The game ends when a student covers all of the blank squares on his/her game board.

NZ Numeracy Project 4 Before and After Game-board 1 10 3 8 4 9 2 5 7 6 9 5 2 8 10 7

NZ Numeracy Project 5 Numeral Cards for Before and After 1-10. Laminate and cut apart. 2 4 8 9 3 5 1 10 7 3 4 6 6 8 5 7 8 10 4 6 1 3 7 9 9 11 6 8

NZ Numeracy Project 6 Teens Before and After Game Board 10 13 11 17 16 15 12 13 16 19 12 11 17 14

NZ Numeracy Project 7 Numeral Cards for Before and After Teens Numbers. Laminate and cut apart. 9 11 12 14 10 12 16 18 15 17 14 16 11 13 12 14 15 17 18 20 11 13 10 12 16 18 13 15

NZ Numeracy Project 8 Skill Number: 1.2 1.3 1.6 1.7 Birthday Cakes - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.2 Say the forwards and backwards number sequence in the range 0-10 starting and ending with any number Materials: Toothpicks Numeral Cards 0-10 see page 9 Birthday Cake Sheet see page 10 GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.6 Count sets 0-10 GSE.K.CC.4 1.7 Form sets 0-10 GSE.K.CC.5 Activity: In pairs, the students select cards for the age of a student having a party (between the ages of 1-10) and match this with candles (toothpicks) on the birthday cake. Repeat this except ask questions like: How many more candles will be needed in 2 years time? How many more candles will be needed when the student goes from 7 to 9 years of age?

NZ Numeracy Project 9 Numeral Cards 0 1 2 3 4 5 6 7 8 9 10

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NZ Numeracy Project 11 Skill Number: 1.9 Blast Off in 5 - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.9 Recognize patterns to 5 GSE.K.OA.1 Materials: Blast Off Five-frame Cards (print on cardstock and laminate) see page 12 Blast Off Rocket Sheet see page 13 Activity: 1. Players are dealt 5 five-frame cards each. 2. Taking turns, players try to find 2 cards in their hand that have 5 black dots in total. 3. If the player has 2 cards that add to 5 he/she puts the cards down and cover one of the 5s on the rocket with a counter. 4. Only one number may be covered in a turn. 5. If a player cannot make a 5 he/she must pick up a card. 6. If the player is left with 1 or no cards in after his/her turn he/she may pick up a card(s) to have 2 cards. 7. The first person to fill up his/her Blast Off rocket is the winner!

NZ Numeracy Project 12 Blast Off in 5 Five-Frame Cards. Copy and laminate.

NZ Numeracy Project 13 Blast Off in 5 Rocket 5 5 5 5 5 5

NZ Numeracy Project 14 Skill Number: 1.5 Card Ordering - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.5 Order numbers in the range 0-10 GSE.K.CC.7 Materials: Deck of cards with picture cards removed. Keep the aces. Numeral cards 0-10 - see page 9 Activity: The object of the game is to play the cards in order and be the student to play the cards that has 10 on it. Each ace is worth one. Place the aces face up to begin four stacks. Shuffle the cards. Deal each student five cards. A student with a two card begins by placing it on top of the ace. Students take turns putting one card on a stack of their choice. They must add to the stacks in sequence from 1 to 10. After each student has had their turn, they pick up a new card from the pack. If a student cannot go, then they keep picking up cards from the pack until they can go. The student who plays the 10 collects the stack. They receive a point and put that stack of cards to one side. The students continue to play their cards until there are no cards left and four stacks of 1 to 10 have been completed.

NZ Numeracy Project 15 Skill Number: 1.1 1.2 1.3 1.5 1.6 1.7 Caterpillar Legs - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.1 Rote Counting 0-10 GSE.K.CC.1 1.2 Saying the forwards and backwards number word sequence in the range GSE.K. 0-10 starting and ending with any number GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K.CC.3 1.5 Order numbers in the range 0-10 GSE.K.CC.7 1.6 Counts sets 0-10 GSE.K.CC.5 1.7 Form sets 0-10 GSE.K.CC.4 Materials: Toothpicks Numeral cards 0-10 see page 9 Caterpillar Legs Sheet see page 16 Activity: Place a blank caterpillar in front of the student. Explain that a numeral card (between 1-10) will be placed on the caterpillar and that he/she will use toothpicks to put that number of legs on the caterpillar (if the student has little number recognition the numeral cards should be initially 1, 2, or 3 and then gradually increase the number size). Continue the activity by placing new blank caterpillars in front of the student with different numbers and having him/her add the correct number of legs for each. When several are complete, have the student order the caterpillars from the smallest number of legs to the largest.

NZ Numeracy Project 16 Caterpillar Legs Sheet

NZ Numeracy Project 17 Skill Number: 1.2 1.3 1.6 1.7 Clapping - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.2 Saying the forwards and backwards number word sequence in the range 0-10 starting and ending with any number Materials: None GSE.K.CC.2 1.3 Numeral recognition 0-10 GSE.K..CC.3 1.6 Counts sets 0-10 GSE.K.CC.5 1.7 Form sets 0-10 GSE.K.CC.4 Activity: By clapping hands in time, the student: Counts from 0 to 10 Counts from a number other than 1 and stops at a specific number (between 1 and 10) Counts backwards from 10 to 0 Counts backwards to a different number (other than 10) and stop at a specific number (between 0 and 10) By clapping hands and slapping knees alternately in time, the student: Counts from 0 to 10 Counts from a number other than 1 and stops at a specific number (between 0 and 10) Counts backwards from 10 to 0 Counts backwards to a different number (other than 10) and stop at a specific number (between 0 and 10) By slapping knees, then chest, then clapping hands alternately in time, the student: Counts from 0 to 10 Counts from a number other than 1 and stops at a specific number (between 0 and 10) Counts backwards from 10 to 0 Counts backwards to a different number (other than 10) and stop at a specific number (between 0 and 10)

NZ Numeracy Project 18 Skill Number: 1.8 Comparing Sets of Claps - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Materials: None Activity: State the following: I am going to clap. I want you to tell me how many times I clap. (Clap three times). How many claps were in that set? (Have the student say the number and then clap two more times). How many claps were in that set? (Have the student say the number). Which set had the most claps? Which set had the least claps? (3 claps, the most and 2 claps, the least). Continue with more clapping sets in the number range 0-10. Notes: Ask the child to look away so that he/she does not observe you making the claps. Typically, children are less able to count clapping sequences than at counting collections, for example, counting a sequence of ten claps versus a collection of ten counters. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds

NZ Numeracy Project 19 Skill Number: 1.8 Comparing Small Collections - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Materials: Cards with one, two six dots see page 20 Dots are randomly arranged (not in a regular spatial pattern) About 10 cards for each number of cots (60 cards in all) Activity: Lay out two cards with a different number of dots on each card. Pick up the card that has more dots. Repeat with other pairs of dot cards showing different numbers of dots. Notes: This task is relatively easy for 5-year-olds and above. Accordingly, the task might reveal a lack of very beginning number knowledge. Children might spontaneously say a number to indicate how many dots on a card. Children who are not able to ascribe numerosity to a collection might nevertheless be successful on these tasks. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds. SAGE, Los Angeles p. 51

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NZ Numeracy Project 31 Skill Number: 1.8 Comparisons with Counters - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Materials: Counters Activity: Give each student 10 counters and pair them with a partner. One person makes a line of 5 counters. Have the student count aloud as the counters are placed on the table. Tell the second student to make a line of 7 counters underneath the counters laid down by the first person. Make sure that the student lines up the 7 counters with the 5 counters. Ask questions such as: Who has the longest line? Who has the shortest line? Which set of counters has the most counters? Which set has the least? How many more would you need in the short line to be equal to the long line? Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds. SAGE, Los Angeles p. 54

NZ Numeracy Project 32 Skill Number: 1.8 Comparisons with Fingers - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. 1.8 Compare two sets in the range 0-10 GSE.K.CC.7 Skill Descriptions Aligned to GSE: Materials: None Activity: Pair each student with a partner. Have each student make a finger pattern behind their backs (in the number range 1-10). On the count of 3 have the students show their finger pattern to each other. Ask questions such as: Who is holding up the greatest number of fingers? Who is holding up the most fingers? Who is holding up the least number of fingers? How many more fingers would the least amount have to hold up to be equal with the greatest amount? Continue with different set amounts in the number range of 1-10. Source: Martland, James; Stafford, Ann; Stanger, Garry; Wright, Robert: Teaching number in the Classroom with 4-8-year olds. SAGE, Los Angeles p. 54

NZ Numeracy Project 33 Skill Number: 1.1 1.2 Counting - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.1 Rote Counting 0-10 GSE.K.CC.1 1.2 Say the forwards and backward number word sequence in the range 0-10, MCC.K.CC.2 starting and ending with any number Materials: Large 100-chart (preferably one that is laminated and can be used with a dry erase marker) Rekenrek with at least 10 beads (one each for the students) Activity: With 100-Chart Have the students clap as they count in ones to 10. Mark off each number on the hundreds board as they are said. Practice the number sequences forwards and backwards. Ask the students to identify individual numbers on the hundreds chart from the sequence they have just counted. With the Rekenrek Have the students count aloud as they move one bead at a time on the Rekenrek from one side to the other. Practice the number sequences forwards and backwards (moving beads from the right to the left)

NZ Numeracy Project 34 Skill Number: 1.1 1.2 1.4 Counting as We Go - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.1 Rote Counting 0-10 GSE.K.CC.1 Say the forwards and backward number word sequence in the range 0-10, 1.2 GSE.K.CC.2 starting and ending with any number 1.4 Number order: What comes before and after a given number in the range 0-10 GSE.K.CC.2 Materials: Objects to pass around Activity: The students get into groups and arrange themselves in circles. Choose a student in each group to start at 1. The students pass an object around and count it as it passes each person. The students count as far as 10. Examples: Repeat counting from 1. Challenging Examples: The group selects a single-digit number. Repeat the above activity, but count backwards from the selected number. Before counting the students predict who will be number 1. They check their prediction by passing an object and counting down out loud. Give all groups the same starting number. All groups count forward (up to 10). Play some music. When you stop the music each student draws the group s current number in the air. Record the numbers of all groups on the board and discuss whose number is the biggest.

NZ Numeracy Project 35 Skill Number: 1.9 Fabulous Fives - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.9 Recognizing patterns to 5 GSE.K.OA.1 Materials: Rekenrek Activity: The focus in these lessons is not on counting but is on instantly recognizing or subitizing combinations to five. The ability of some young children to recognize small quantities without counting has been somewhat overlooked in the emphasis that has been given to counting. This lesson is a combination of recognizing and just knowing groupings to five and recording these combinations and separations in multiple ways thereby establishing a base for continued strategy development. Practice making finger patterns for the numbers 0-5. The focus is on grouping not counting. Many students like to show number ears. Begin with finger patterns the students will know like 1, 2 and 5. Find other patterns from these numbers e.g. Show me 5 fingers Change it into 3 How did you do that? What would 3 look like? Repeat this activity with the students hiding their fingers behind their backs and visualizing the finger patterns. Move over a small number of beads e.g. 6. Ask: How many beads did I just push? How did you know it was without counting the beads? Look for responses such as: I know that 6 is one more than 5. Have the student show you 6 fingers to reinforce the connection. Try this for other groupings such as: Eight is five and what? Alternatively, start by pushing across five beads and ask how many are needed to make eight? Follow up by asking: How did you know? Ask the student to show the same fact with their fingers. Push beads across and ask: How many more are needed to make 10? Connect this with finger patterns.

NZ Numeracy Project 36 Skill Number: 1.6 Facts to 10 - Stage 1 Teacher Learning and Understanding: STAGE ONE Students working on this activity are Stage Zero working towards Stage One. Stage 0 1 Behavioral Indicator Emergent The student has no reliable strategy to count an unstructured collection of items. One to One counting The student has a reliable strategy to count an unstructured collection of items. Skill Descriptions Aligned to GSE: 1.6 Counting sets 0-10 GSE.K.CC.5 Materials: Counters for place markers Dice Groups Board see page 37 Facts to Ten Sheet see page 38 Activity: Have a pile of ten-frames with five or more dots on each that will be the draw pile. One person shows a ten-frame briefly. That player says how many empty spaces there are on the card. If correct, the player moves his/her counter forward that number of spaces. Now, it is the next player s turn. The first person to reach the end is the winner. Examples: Student 1 draws this card. Student 1 says 4 and moves 4 spaces on the game board. Student 2 draws this card. If the student says 2, the student can move 2 spaces on the board. Now it s player 1 s turn again.

NZ Numeracy Project 37 Dice Groups Each player takes turns to shake the dice and moves their counter the number of spaces shown on the dice. The winner is the first player to reach the finish. 1 2 3 4 5 6 7 13 12 11 10 9 8 14 15 16 17 18 19 24 23 22 21 20

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