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Visit www.mentalstarters.co.uk For an ideal collection of Commercial Powerpoint Mental Starter Resources. Used in schools throughout the country, these resources are a bright and colourful way to start your lesson.

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© B. Taylor - 2004

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Ratios compare quantities They are usually written in their simplest form. eg: Simplify the ratio 4 : 10 answer: Divide each number in the ratio by 2, to give: 2 : 5 2 is the biggest number which goes into both of these numbers

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Ratios compare quantities They are usually written in their simplest form. eg: Simplify the ratio 10 : 25 answer: Divide each number in the ratio by 5, to give: 2 : 5 5 is the biggest number which goes into both of these numbers

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Ratios compare quantities They are usually written in their simplest form. eg: Simplify the ratio 15 : 21 answer: Divide each number in the ratio by 3, to give: 5 : 7 3 is the biggest number which goes into both of these numbers

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Ratios compare quantities They are usually written in their simplest form. eg: Simplify the ratio 8 : 18 answer: Divide each number in the ratio by 2, to give: 4 : 9 2 is the biggest number which goes into both of these numbers

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Ratios compare quantities They are usually written in their simplest form. eg: Simplify the ratio 35 : 56 answer: Divide each number in the ratio by 7, to give: 5 : 8 7 is the biggest number which goes into both of these numbers

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To make comparisons, we can write ratios in the form 1 : n. eg: Write the ratio 4 : 10 in the form 1 : n answer: Divide each number in the ratio by 4, to give: 1 : 2.5 We divide both numbers in the ratio by the first number

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To make comparisons, we can write ratios in the form 1 : n. eg: Write the ratio 3 : 21 in the form 1 : n answer: Divide each number in the ratio by 3, to give: 1 : 7 We divide both numbers in the ratio by the first number

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To make comparisons, we can write ratios in the form 1 : n. eg: Write the ratio 8 : 34 in the form 1 : n answer: Divide each number in the ratio by 8, to give: 1 : 4.25 We divide both numbers in the ratio by the first number

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To make comparisons, we can also write ratios in the form n : 1. eg: Write the ratio 4 : 10 in the form n : 1 answer: Divide each number in the ratio by 10, to give: 0.4 : 1 We divide both numbers in the ratio by the second number

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To make comparisons, we can also write ratios in the form n : 1. eg: Write the ratio 8 : 32 in the form n : 1 answer: Divide each number in the ratio by 32, to give: 0.25 : 1 We divide both numbers in the ratio by the second number

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* A ratio is a comparison of two quantities by division. Ratios like 1 out of 2 can be written as 1:2, ½, or 1 to 2. * When ratios compare a number to.

* A ratio is a comparison of two quantities by division. Ratios like 1 out of 2 can be written as 1:2, ½, or 1 to 2. * When ratios compare a number to.

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