Ratio of lemon to water to be mixed to prepare lemon juice is $3 : 5.$ For $12$ lemons, the number of cups of water to be used is:

10

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15

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20

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25

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Solution

The correct option is C $20$
Lemon : Water $= 3 : 5$ ...(given)
For $12$ lemons,
$\frac{12}{w a t e r c u p s}$ $= \frac{3}{5}$
Therefore, no. of water cups $= \frac{5 \times 12}{3}$ $= 20$

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Ratio of lemon to water to be mixed to prepare lemon juice is 3:5. For 12 lemons, the number of cups of water to be used is:

The correct option is C 20Lemon : Water =3:5 ...(given)For 12 lemons,12watercups=35Therefore, no. of water cups =5×123=20

Ratio of lemon to water to be mixed to prepare lemon juice is $3 : 5.$ For $12$ lemons, the number of cups of water to be used is:

The correct option is C $20$
Lemon : Water $= 3 : 5$ ...(given)
For $12$ lemons,
$\frac{12}{w a t e r c u p s}$ $= \frac{3}{5}$
Therefore, no. of water cups $= \frac{5 \times 12}{3}$ $= 20$