Student Guide. (SG pp ) Questions gree. Copyright Kendall Hunt Publishing Company. 2.* All three answers are correct because they all

Similar documents
Multiplication of 2 and 3 digit numbers Multiply and SHOW WORK. EXAMPLE. Now try these on your own! Remember to show all work neatly!

The following shows how place value and money are related. ones tenths hundredths thousandths

A 1,200 B 1,300 C 1,500 D 1,700

Contents. Foreword... 5

Answer Key For The California Mathematics Standards Grade 1

Mathematics Success Grade 7

Level: 5 TH PRIMARY SCHOOL

Activity 2 Multiplying Fractions Math 33. Is it important to have common denominators when we multiply fraction? Why or why not?

Objective: Add decimals using place value strategies, and relate those strategies to a written method.

Dublin City Schools Mathematics Graded Course of Study GRADE 4

Paper Reference. Edexcel GCSE Mathematics (Linear) 1380 Paper 1 (Non-Calculator) Foundation Tier. Monday 6 June 2011 Afternoon Time: 1 hour 30 minutes

Pre-Algebra A. Syllabus. Course Overview. Course Goals. General Skills. Credit Value

Reteach Book. Grade 2 PROVIDES. Tier 1 Intervention for Every Lesson

South Carolina College- and Career-Ready Standards for Mathematics. Standards Unpacking Documents Grade 5

Grade 2: Using a Number Line to Order and Compare Numbers Place Value Horizontal Content Strand

Left, Left, Left, Right, Left

Investigate the program components

(I couldn t find a Smartie Book) NEW Grade 5/6 Mathematics: (Number, Statistics and Probability) Title Smartie Mathematics

Answers: Year 4 Textbook 3 Pages 4 10

Unit 3: Lesson 1 Decimals as Equal Divisions

Using Proportions to Solve Percentage Problems I

Mathematics Success Level E

Grade 5 COMMON CORE STANDARDS

Curriculum Design Project with Virtual Manipulatives. Gwenanne Salkind. George Mason University EDCI 856. Dr. Patricia Moyer-Packenham

Chapter 4 - Fractions

Math DefragGED: Calculator Tips and Tricks

Grade 5 + DIGITAL. EL Strategies. DOK 1-4 RTI Tiers 1-3. Flexible Supplemental K-8 ELA & Math Online & Print

This scope and sequence assumes 160 days for instruction, divided among 15 units.

RIGHTSTART MATHEMATICS

Math Grade 3 Assessment Anchors and Eligible Content

Spinners at the School Carnival (Unequal Sections)

Page 1 of 11. Curriculum Map: Grade 4 Math Course: Math 4 Sub-topic: General. Grade(s): None specified

Extending Place Value with Whole Numbers to 1,000,000

Math-U-See Correlation with the Common Core State Standards for Mathematical Content for Third Grade

End-of-Module Assessment Task

UNIT ONE Tools of Algebra

Marvelous Motivational Math Centers

Measures of the Location of the Data

What the National Curriculum requires in reading at Y5 and Y6

First Grade Standards

Alignment of Australian Curriculum Year Levels to the Scope and Sequence of Math-U-See Program

Work Stations 101: Grades K-5 NCTM Regional Conference &

PRIMARY ASSESSMENT GRIDS FOR STAFFORDSHIRE MATHEMATICS GRIDS. Inspiring Futures

Are You Ready? Simplify Fractions

What's My Value? Using "Manipulatives" and Writing to Explain Place Value. by Amanda Donovan, 2016 CTI Fellow David Cox Road Elementary School

Focus of the Unit: Much of this unit focuses on extending previous skills of multiplication and division to multi-digit whole numbers.

Sight Word Assessment

Dear Family, Literature

Ohio s Learning Standards-Clear Learning Targets

Backwards Numbers: A Study of Place Value. Catherine Perez

The New York City Department of Education. Grade 5 Mathematics Benchmark Assessment. Teacher Guide Spring 2013

Pretest Integers and Expressions

TOPICS LEARNING OUTCOMES ACTIVITES ASSESSMENT Numbers and the number system

TIMSS Highlights from the Primary Grades

BENCHMARK MA.8.A.6.1. Reporting Category

Standard 1: Number and Computation

Effective Recruitment and Retention Strategies for Underrepresented Minority Students: Perspectives from Dental Students

Grades. From Your Friends at The MAILBOX

Meriam Library LibQUAL+ Executive Summary

Strategies for Solving Fraction Tasks and Their Link to Algebraic Thinking

MARY MCLEOD BETHUNE. A Dedicated Teacher

About the Mathematics in This Unit

GCSE. Mathematics A. Mark Scheme for January General Certificate of Secondary Education Unit A503/01: Mathematics C (Foundation Tier)

Grade 6: Correlated to AGS Basic Math Skills

Mathematics Scoring Guide for Sample Test 2005

FractionWorks Correlation to Georgia Performance Standards

MODULE FRAMEWORK AND ASSESSMENT SHEET

Emergency Safety Interventions Kansas Regulations and Comparisons to Other States. April 16, 2013

QUICK START GUIDE. your kit BOXES 1 & 2 BRIDGES. Teachers Guides

Unit 2. A whole-school approach to numeracy across the curriculum

Mathematics process categories

Measurement. When Smaller Is Better. Activity:

Documenting the Knowledge of Low-Attaining Third- and Fourth- Graders: Robyn s and Bel s Sequential Structure and Multidigit Addition and Subtraction

2 nd grade Task 5 Half and Half

Sample Problems for MATH 5001, University of Georgia

Missouri Mathematics Grade-Level Expectations

Interpreting ACER Test Results

RI.2.4 Determine the meaning of words and phrases in a text relevant to a grade 2 topic or subject area.

Welcome to ACT Brain Boot Camp

Welcome to SAT Brain Boot Camp (AJH, HJH, FJH)

Mental Computation Strategies for Part-Whole Numbers

What s Different about the CCSS and Our Current Standards?

Counting To 120 First Grade

Characteristics of Functions

Zoo Math Activities For 5th Grade

2014 Comprehensive Survey of Lawyer Assistance Programs

Build on students informal understanding of sharing and proportionality to develop initial fraction concepts.

Proficiency Illusion

Positive turning points for girls in mathematics classrooms: Do they stand the test of time?

Notetaking Directions

One Way Draw a quick picture.

Mathematics Content Mathematical Practices ELD Standards

NATIONAL SURVEY OF STUDENT ENGAGEMENT

Numeracy Medium term plan: Summer Term Level 2C/2B Year 2 Level 2A/3C

Restorative Measures In Schools Survey, 2011

OCR for Arabic using SIFT Descriptors With Online Failure Prediction

WiggleWorks Software Manual PDF0049 (PDF) Houghton Mifflin Harcourt Publishing Company

Primary National Curriculum Alignment for Wales

Montana Content Standards for Mathematics Grade 3. Montana Content Standards for Mathematical Practices and Mathematics Content Adopted November 2011

LLD MATH. Student Eligibility: Grades 6-8. Credit Value: Date Approved: 8/24/15

Transcription:

Answer Key Lesson 3: Student Guide 368 Hundredths on Grids In an art class, Frank used colored tiles to make a mosaic using a 10 10 grid. He used a data table to keep track of the number of tiles he used for each color. 1. Make a chart to show what of the grid is colored by each color. Write a common,, and in a chart. Mr. Moreno displayed a 10 10 grid that was partially shaded and asked the students to decide how much of the grid was shaded. Lee Yah s group wrote 0.84 as their answer. Michael group wrote 84. Nila s group wrote 0.8 0.04 as their response, and Ming s group wrote eighty-four hundredths as their answer. 2. Mr. Moreno said that they were all correct. Explain how each answer can be correct. SG Grade 5 Unit 8 Lesson 3 Student Guide - Page 368 (SG pp. 368 374) Questions 1 12 1. Color blue gree yellow red orange Common Fraction 30 12 32 20 6 Decimal Fraction.30.12.32.20.60 Number in Words thirty hundredths twelve hundredths thirty-two hundredths twenty hundredths sixty hundredths 2.* All three answers are correct because they all represent the part of the grid that is shaded. There are small boxes and 84 are shaded, so that is 84. In the notation, it shows that the whole is divided into pieces that are 1 10 the size of the whole. Nila s group saw the 8 rows that are each 1 10 of the whole and 1 4 boxes that are each of the whole. Nila s group is using. 3. A. 10 B. C. 0 Use the Decimal Grids: Hundredths pages in the Student Activity Book to practice representing s. Thousandths on Grids 3. A. Mr. Moreno divided each square in the 10 10 grid into tiny rectangles. How many tiny rectangles are in each small square? B. How many tiny rectangles are there in one row of small squares? C. How many tiny rectangles are there in one whole grid? 1 Each tiny rectangle represents one-thousandths ( 0 ) of the whole. This is written 0.001 as a. Grids like this can be used to model thousandths. SG Grade 5 Unit 8 Lesson 3 369 Student Guide - Page 369 *Answers and/or discussion are included in the lesson. 1 TG Grade 5 Unit 8 Lesson 3 Answer Key

Answer Key Lesson 3: 4. A.* 3 full rows are shaded or 0.3 or three tenths of the grid is shaded. B.* 30 squares; 0.30 or thirty hundredths of the grid is shaded. C.* 300 tiny rectangles or 0.300 or three hundred thousandths of the grid is shaded. D.* five squares are shaded; 0.05 or five hundredths of the grid is shaded. E.* 7 more tiny rectangles;.007 or seven thousandths of the grid is shaded. F.*.3 +.05 +.007 = 0.357 5. A.* Between.35 and.36 B.* Point A represents 0.357. 6. A.* 0.083 or eighty-three thousandths B.* Point B represents 0.083 7. A. Grid A: 0.642;.6 +.04 +.002 =.642 Grid B: 0.649;.6 +.04 +.009 =.649 B. Grid A: six hundred forty-two thousandths Grid B: six hundred forty-nine thousandths C.* Both Points A represent 0.642. Both Points B represent 0.649. This grid models 0.357 (three-hundred fifty-seven thousandths). 4. A. How many rows are fully shaded on this grid? Write a to represent the fully shaded rows. B. How many squares are in the fully shaded rows? Write a to represent the number of squares in these rows. C. How many tiny rectangles are in the fully shaded rows? Write a to represent the number of tiny rectangles in these rows. D. Look at the row that is partially shaded. How many squares are shaded in this row? Write a to represent the number of squares that are shaded in this row. E. How many extra tiny rectangles are shaded in this row? Write a to represent the extra tiny rectangles that are shaded in this row. F. Write a number sentence in to show 0.357. 0.05 0.357 Jackie and Linda decided to use Grace s strategy to place 0.357 on a number line. Jackie knows that 0.357 is between 0.3 and 0.4 but if she uses tenths she will need to divide the number line into small parts to find the location of 0.357. 5. A. Linda suggests using hundredths to label the ends of the number line. Between which two hundredths is 0.357 located? B. Which point represents the location of 0.357?.35.36 370 SG Grade 5 Unit 8 Lesson 3 Student Guide - Page 370 B C A 6. A. What of the grid is shaded? Write a. B. Use to describe what of each is shaded. C. Which points represent the locations of the s? A B 0.6 0.7 A B.64.65 Between which two hundredths will these s be? B. Which point represents the location of the in Question 6A? A Decimals with Base-Ten Pieces.80.90 B.08.09 C.08.09 7. A. What of each grid is shaded? Write a and a number sentence in. Grid A Grid B SG Grade 5 Unit 8 Lesson 3 371 Student Guide - Page 371 Jacob put some base ten pieces on his desk. He challenged his friends to guess the number his pieces represented. It could be four hundred thirty-seven and six tenths. I think the number is 4,376. 372 SG Grade 5 Unit 8 Lesson 3 Fern Student Guide - Page 372 I think this is a trick question. We don t have enough information to answer. I am pretty sure the number is 43.76. *Answers and/or discussion are included in the lesson. TG Grade 5 Unit 8 Lesson 3 Answer Key 2

Answer Key Lesson 3: 8. Use base ten pieces or base ten shorthand to show each number. A. 2469 B. 45.75 C. 4.503 8. A. D. 280.4 E. 8.34 F. Explain how the value of the digit 4 changes in the numbers in Questions A E. Ana put some base ten pieces on her desk. B.. She read her number as eight and five hundred and nineteen thousandths. C.. Irma used base ten shorthand and a place value chart to show the value of Ana s pieces. Ones Tenths Hundredths Thousandths Luis showed Ana s number using D.. 8.5.01.009 9. A. How is Irma s place value chart similar to Luis s? How are they different? B. Write the value of Ana s base ten pieces in standard form. 10. Write each number using. A. 5.905 B. 7.009 C. 3.664 D. 2.222 E. 23.528 F. six and one hundred sixty-four thousandths G. Write the number in Question 10C using. SG Grade 5 Unit 8 Lesson 3 373 Student Guide - Page 373 E.. F.* If you line the numbers up on the place value chart from largest to smallest, you can see that each time the 4 moves a place to the right it is 1 10 the value it was in the place to the left. If you move from the smallest number to the largest number, each time you move the 4 a place to the left it gets 10 times larger. 9. A. Possible response: Both the place value chart and break the number apart using the place value of each number. Irma uses models to show the value of each digit and Luis uses symbols. Irma arranged the base-ten shorthand on a chart and Luis put the digits into a number sentence. B. 8.519 10. A. 5.905= 5 +.9 +.005 B. 7.009 = 7 +.009 C. 3.664 = 3 +.6 +.06 +.004 D. 2.222 = 2 +.2 +.02 +.002 E. 23.528 = 23 +.5 +.02 +.008 F. 6 +.1 +.06 +.004 G. three and six hundred sixty four thousandths 3 TG Grade 5 Unit 8 Lesson 3 Answer Key

Answer Key Lesson 3: 11. A. 34.308 B. 742.091 C. 16.945 D. 500.043 E. 249.613 F. five hundred and forty-three thousandths 12. 11. Write each number in standard form. A. 30 4.3.008 B. 700 40 2.09.001 C. 10 6.9.04.005 D. 500.04.003 E. Two hundred forty-nine and six hundred thirteen thousandths F. Write the number in Question 11D using. Check-In: Question 12 12. Mr. Moreno used base ten pieces to display a number. Complete the place value chart using base ten shorthand. Write the number for each representation or represent the number with base-ten shorthand. A. B. C. D. Thousands Hundreds Tens Ones Tenths Hundredths Thousandths Numbers 6,183 6.183 681.3 A. B. C. D. Ones Thousands Hundredths Thousandths Hundreds Tens Tenths Numbers? 6.183? 61.83 F. Explain how the value of the digit 6 changes in the numbers represented in Questions 12C and 12D.? E. Possible response: In the number 613.3 the six is worth 6 or 600. In the number 61.83 the six is worth 6 10 or 60. That means that when the six moved one place to the right from the hundreds place to the tens place it is worth 1 10 as much. Complete the Show Decimals pages in the Student Activity Book for more practice representing s in many ways. 374 SG Grade 5 Unit 8 Lesson 3 Student Guide - Page 374 TG Grade 5 Unit 8 Lesson 3 Answer Key 4

Answer Key Lesson 3: Decimal Grids: Hundredths 1. A. Shade twenty-three hundredths of the grid. B. Write twenty-three hundredths as a. Student Activity Book Decimal Grids: Hundredths (SAB pp. 299 300) Questions 1 3 1. A. Grace shows the 0.23 on a number line. Since she knows that 0.23 is between two tenths and three tenths she uses these s to label the ends of her number line. 0.2 0.23 0.3 Grace used a dot to show the location of twenty-three hundredths. 2. A. Shade 47 of the grid. B. Write 47 as a. B. 0.23 2. A. 299 Student Activity Book - Page 299 B. 0.47 C. C. Use Grace s strategy to locate 47 on the number line. First decide between which tenths the is located. Label the end points of the number line with these tenths. Then place a dot on the number line to show the location of the. D. the of the grid that is not shaded. Write a. 3. A. Shade sixty-eight hundredths of the grid. B. Write sixty-eight hundredths as a. D. Locate sixty-eight hundredths on the number line. C. Use to represent sixty-eight hundredths. E. the of the grid that is not shaded. Write a and a number sentence in. 0.47 0.4 0.5 D. 0.53 3. A. B. 0.68 C..6 +.08 =.68 D. 300 0.6 0.68 0.7 E..3 +.02 =.32 Student Activity Book - Page 300 5 TG Grade 5 Unit 8 Lesson 3 Answer Key

Answer Key Lesson 3: Show Decimals (SAB pp. 301 304) Questions 1 7 1..047 47 0 Show Decimals Complete the missing information to show the in each box in many ways. The first one is done as an example. Use the Writing Numbers in Words page in the Student Guide Reference section. fourty-seven thousandths.04 +.007 =.047 0 1.047 301 Student Activity Book - Page 301 2..65.60 +.05 =.65 65 sixty-five hundredths 2. 0 1.65 0 1 3..72.70 +.02 =.72 72 sevety-two hundredths.7.72.8 302 3..7.72.8 Student Activity Book - Page 302 TG Grade 5 Unit 8 Lesson 3 Answer Key 6

Answer Key Lesson 3: 4..75 4..75 75 seventy-five hundredths.70 +.05 =.75.7.75.8 5. 18 5. 18.18.10 +.08 =.18 eighteen hundredths 0.18 1 303 Student Activity Book - Page 303 6. 7. 0.1.652 6. 7..094 94 0 ninety-four thousandths.09 +.004 =.094 0.1.652 652 0 six hundred fifty-two thousandths.600 +.05 +.002 =.652.094.652.6.7 304 Student Activity Book - Page 304 7 TG Grade 5 Unit 8 Lesson 3 Answer Key

Answer Key Lesson 3: Represent Decimals (SAB pp. 305 308) Homework Questions 1 7 Represent Decimals 1..263 263 0 two hunredths sixty-three thousands.200 +.06 +.003 =.263 Fill in the missing information. The first one is done as an example. Example: 0.53 fifty-three hundredths.5.03 53.263.2.3 0.53 0.5 0.6 1. 263 0.2.3 305 Student Activity Book - Page 305 2. 0.573 573 0 five hundred seventy-three thousandths.500 +.07 +.003 =.573 2. 0.573.5.573.6.5 3. 0.8.807 807 0 eight hundred seven thousandths.807 0.8.007 0.9 306 3. 0.8 0.8.007 Student Activity Book - Page 306 0.9 TG Grade 5 Unit 8 Lesson 3 Answer Key 8

Answer Key Lesson 3: 4..93 93 4. ninety-three hundredths.9 +.03 =.93.9 1.0.9.93 1.0 5. 0.7 seven hundred twenty-four thousandths 5. 0.7.724 724 0 seven hundred twenty-four thousandths.700 +.02 +.004 =.724.724.8 307 Student Activity Book - Page 307 6..06 6 6. 7..06.065 7. six hundredths.0 +.06 =.06 0.06.1.065 65 0 sixty-five thousandths.06 +.005 =.065.06.065.07 308 Student Activity Book - Page 308 9 TG Grade 5 Unit 8 Lesson 3 Answer Key