Question

if 65% of X is equal to 50% of Y, then find the relation between X and Y​

Answer 1

Answer:

13and10is the answer of xandy

Answer 2

Answer:

The relation between X and Y is

Step-by-step explanation:

Given that :

        65% of X is equal to 50% of Y is that X is 10/13 times of Y.

To Find : Relation between X and Y.

Solution :

According to the question

• 65% of X = $\frac{65 \ \text{x} \ \text{X}}{100}$
• 50% of Y = $\frac{50 \ \text{x} \ \text{Y}}{100}$

Since  65% of X is equal to 50% of Y

so,          

                   $\frac{65 \ \text{x} \ \text{X}}{100} = \frac{50 \ \text{x} \ \text{Y}}{100}$

                  $65\ \text{x} \ \text{X} = 50\ \text{x} \ \text{Y}$

                          $\frac{X}{Y}= \frac{50}{65}$

                          $\frac{X}{Y}=\frac{10}{13}$

Hence X is 10/13 times of Y .

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