S2 (2.5) L3 Fractions.notebook March 08, 2017
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1 Daily Practice Q1. Round to 1 decimal place Q2. Find 45% of 800 Q x 600 Today we will be learning how to convert improper fractions into mixed numbers. Homework Due Friday. Q (2 x 6) Q5. Factorise 3mh + 15h An improper fraction (top heavy) is a fraction in which the numerator (top) is greater than the denominator (bottom). e.g. A mixed number is a whole number with a fraction beside it e.g. Examples: Convert the following improper fractions into mixed numbers (a) (b) (c) Daily Practice Q1. Write 4 out of 10 as a percentage Q2. How long is it between 13:15 and 16:05? 13:15 14:00 16:05 Today we will be continuing to learn how to convert improper fractions into mixed numbers. Q Q4. Find of 190 Q5. Write as a mixed number
2 Daily Practice Q1. Find 19% of 700 Today we will be continuing to learn to convert mixed numbers into improper fractions and vice versa. Homework Due Friday. Q2. Write as a mixed number Q3. Calculate the speed Jason travels at if he travels 40km in 2 hours Q (2 x 18) Q5. Find of 36 Daily Practice Q1. Round to the nearest unit Q2. Calculate the area of this rectangle 3cm Today we will be converting mixed numbers into improper fractions. Q3. Write as an improper fraction 6cm Q4. Find 25% of 80 Q5. Find 19% of 700
3 Examples: Convert the following Mixed Numbers into Improper Fractions (a) (b) (c) Page 130 Q9 onwards Page 130 Q9 onwards I can convert improper fractions into mixed numbers. Success? I can convert mixed numbers into improper fractions. Matching Task Daily Practice Today we will be completing a calculated colouring on perecentages. 20 Questions Mental Maths
4 Finding a fraction of an amount Divide by the bottom of the fraction and multiply by the top. Today we will be learning how to find a fraction of an amount. Examples: Daily Practice Q1. Find 20% of 30 Q2. Multiply out 2(3k - 4) Q3. Write as a mixed number Today we will be continuing to learn how to find fractions of amounts. Q4. Round to 1 decimal place Q5. Factorise 6hm - 18h
5 Finding Fractions of Quantities 1 2 / 3 of / 4 of / 7 of / 5 of / 9 of / 4 of / 7 of / 5 of / 7 of / 5 of / 9 of / 4 of / 7 of / 8 of / 6 of / 9 of 36 Finding Fractions of Quantities Finding Fractions of Quantities 1 2 / 3 of / 4 of / 7 of / 5 of / 9 of / 4 of / 7 of / 5 of / 7 of / 5 of / 9 of / 4 of / 7 of / 8 of / 6 of / 9 of 36 Daily Practice Glue into the back of your jotter and complete it. Today we will be learning to add and subtract fractions.
6 Adding and Subtracting Fractions Fractions can only be added/subtracted if they have the same denominator. E.g. Adding and Subtracting Fractions Work out the following. Give your answer as a mixed number when possible and simplify when possible. Daily Practice Q1. Write 0.02 as a fraction Q2. Round to 1 decimal place Q3. Find 2 / 3 of Q4. Factorise 5h - 15 Q5. Daily Practice Q1. Find 14% of 600 Today we will be learning how to add and subtract fractions with different denominators. Q2. Multiply out 6(2c - 1) Q3. Q x 20 Q5. If h = 2, what is the value of 3h?
7 Adding and Subtracting Fractions If we don't have the same denominator, we use the LCM to find a common denominator. Today we will be continuing to practise adding and subtracting fractions. Examples: /- Fractions with different denominators More examples: Adding and Subtracting Fractions Complete the following questions, simplifying your answer where possible Write the question. Show working!
8 Multiplying Fractions Multiplying Fractions Wipe Boards Daily Practice Q1. Round to 1 decimal place Q2. Multiply out 3(2x - 1) Q x 5 Q4. Find 65% of 400 Q5. Daily Practice Today we will be finishing off the connect 4 game. 20 Questions Mental Maths
9 Daily Practice Q1. 3 x 6-7 Q2. Find 14% of 700 Q Q4. Multiply out 2(3c + 2) Q5. Find of 36 Daily Practice Q1. Find 9% of 200 Q5. Find of 27 Q2. Round 785 to the nearest hundred Today we will be learning how to divide fractions. Q3. Write 0.03 as a fraction Q4. Write as a mixed number Topics for test: Algebra: Multiply out brackets, Factorising & Substitution Fractions: Find a fraction of an amount, +/-/x/ Fractions Percentages: Finding a percentage of an amount, writing as a percentage. Area Volume cubes and cuboids Dividing fractions To divide fractions, turn the second fraction upside down and then multiply. Examples: Coordinates
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