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Quantitative Aptitude

Ratio & Proportion

Q. There are ...

Question

Q. There are two mixtures of milk and water, the quantity of milk in them being 20% and 80% of the mixture. If 2 liters of the first are mixed with three liters of the second, what will be the ratio of milk to water in the new mixture?

A

1:11

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B

7:11

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C

12:11

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D

14:11

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Solution

The correct option is D 14:11
Explanation:
The percentage of milk in the new mixture would be:
$\frac{(2 \times 20) + (3 \times 80)}{5} = \frac{280}{5} = 56 %$
Thus, the ratio of milk: water in the new mixture = 56:44 = 14:11

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Similar questions

Q. There are two mixtures of milk and water, the quantity of milk in them being 20% and 80% of the mixture. If 2 litres of the first are mixed with three litres of the second, what will be the ratio of milk to water in the new mixture?

Q. Q. There are two mixtures of milk and water, the quantity of milk in them being

20 %

80 %

of the mixture. If 2 liters of the first are mixed with three liters of the second, what will be the ratio of milk to water in the new mixture?

Q. दूध और पानी के दो मिश्रण हैं, उनमें दूध की मात्रा मिश्रण का

20 %

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है।यदि पहले मिश्रण के 2 लीटर को दूसरे मिश्रण के तीन लीटर के साथ मिलाया जाता है,तो नए मिश्रण में दूध और पानी का अनुपात क्या होगा?

Q. Q. There are two mixtures of milk and water, the quantity of milk in them being

20 %

and water being

80 %

of the mixture. If 2 liters of the first are mixed with three liters of the second, what will be the ratio of milk to water in the new mixture?

Q. दूध और पानी के दो मिश्रण हैं, उनमें दूध की मात्रा

20 %

और पानी की मात्रा

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है। यदि पहले मिश्रण के 2 लीटर को दूसरे मिश्रण के तीन लीटर के साथ मिलाया जाता है, तो नए मिश्रण में दूध और पानी का अनुपात क्या होगा?

20

liters of a mixture contains milk and water in the ratio

5 : 3

4

liters of this mixture is replaced by

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liter of milk, the ratio of milk in the new mixture would be

10

liters of pure milk in a vessel.

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liters of milk was withdrawn from it and

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liters of water was mixed. Again two liters of liquid was withdrawn from the mixture and

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liters of water was mixed. If this process is repeted thrice; then the ratio of milk and water in the final mixture.

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