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Water and orange squash is mixed in the ratio 5 : 2Find how much water is needed to dilute 160 cl of orange squash.

Question

Water and Orange Squash Mixing Calculation

Water and orange squash is mixed in the ratio 5 : 2.

Find how much water is needed to dilute 160 cl of orange squash.

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Solution

To find out how much water is needed to dilute 160 cl of orange squash, we need to use the given ratio of water to orange squash, which is 5:2.

Step 1: Understand the ratio The ratio 5:2 means that for every 5 parts of water, there are 2 parts of orange squash.

Step 2: Determine the total number of parts The total number of parts in the mixture is 5 (water) + 2 (orange squash) = 7 parts.

Step 3: Calculate the amount of one part Since the total mixture is divided into 7 parts, we need to find out how much one part is when the orange squash is 160 cl.

One part = 160 cl (orange squash) / 2 (parts of orange squash) = 80 cl per part.

Step 4: Calculate the amount of water needed Since the ratio specifies 5 parts of water, we multiply the amount of one part by 5.

Amount of water needed = 80 cl (one part) * 5 (parts of water) = 400 cl.

Therefore, 400 cl of water is needed to dilute 160 cl of orange squash.

This problem has been solved

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