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Numbers Ratios.

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Presentation on theme: "Numbers Ratios."— Presentation transcript:

1 Numbers Ratios

2 Numbers 1:1 Ratios are a way to divide up a whole quantity.
If we had £200 to share out between 2 people it could be split evenly, £100 each. This would be a ratio of? 1:1

3 For every £4 Dave gets, Carol gets £6.
Numbers The person giving the £200 may want to give more to one person than the other. For every £4 Dave gets, Carol gets £6. This is a ratio of….. To work out how much Dave and Carol are given the amount of money is divided by the total of the ratio. 4:6

4 Numbers 4:6 is a total of 10 (4+6) £200 is divided by 10 = £20
Dave’s share (4) is multiplied by £20 Carol’s share (6) is multiplied by £20 4x£20 = £80 6x£20 = £120

5 Numbers Divide £640 in the ratio 3:5 Step 1 Add the ratio numbers =
Divide the amount by the total ratio = Step 3 Multiply each ratio by the divided amount = 3+5 = 8 £640 ÷ 8 = £80 3 x £80 = £240 5 x £80 = £400

6 Numbers Word Questions!!!
These are not hard, you just need to identify the ratio and the amount to be divided up. A recipe for a cake requires 3 cups of flour, 2 cups of sugar and 1 cup of butter. How much flour will be needed to make a 480g cake? Ratio = Total quantity = Quantity of Flour = Flour 3: Sugar 2: Butter 1 3:2:1 = 6 480 ÷ 6 = 80 3x80g = 240g

7 Numbers A driveway needs to be made from concrete in the ratio of 3 parts stone, 2 parts sand, 1 part cement. 24m3 of concrete is needed to make the driveway, how much of each is needed?


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