Question

In a mixture of milk and water, milk is 28(4/7)% more than that of water. If 5 litre of milk is added in mixture,
then the quantity of milk becomes twice of water in the final mixture. Find the quantity of water in initial
mixture?​

Answer 1

Answer:

The milk:water ratio in the new mixture is 2:1.

Step-by-step explanation:

We have stated that the total mixture is 28 litres, with a milk-to-water ratio of 5:2.

As a result, total milk = 28 * (5/7) = 20 litre.

→ Water total = 28 * (2/7) = 8 litre

It has now been stated that 2 litres of water are added.

So, total water now equals 8 + 2 = 10 litre.

and the milk is the same 20 litres.

So the milk-water ratio is 20:10, or 2:1.

As a result, the milk:water ratio in the new mixture is 2:1.

Fractions are used extensively to explain ratio and proportion. When a fraction is written as a:b, it is a ratio, whereas a proportion states that two ratios are equal. In this case, a and b can be any two integers. The ratio and proportion are two important concepts that serve as the foundation for understanding other concepts in mathematics and science. We use the concept of ratio and proportion in our daily lives, such as in business when dealing with money or when cooking any dish, etc. Students are sometimes perplexed by the concepts of ratio and proportion.

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