Question

if A's salary is 37.5% less than B's Salary.then how much percent is B's salary more than A's​

Answer 1

Answer:

62.5%

Step-by-step explanation:

let B salary =1

then A salary 1-3÷8=5÷8

so B salary more then a 5÷8 or 62.5%

Answer 2

Given:

A's salary is 37.5% less than B's.

To find:

How much percentage of B's salary is more than A's.

Solution:

First of all, we should know that if the question asks the percentage value of something then we can assume any value and proceed according to the question. This would not affect our answer which is in percentage as we need to compare the values only.

So,

Let the salary of B = 100 Rs.

So,

The salary of A

$= salary \: of \: B - 37.5\% \: of \: B$

$= 100 - (\frac{37.5}{100} \times 100)$

$= 100 - 37.5$

$= 62.5 \: Rs.$

Now,

The percentage salary of B more than A is:

$= \frac{100 - 62.5}{62.5} \times 100$

$= \frac{37.5}{62.5} \times 100$

$= 60\%$

Hence, B's salary is 60% more than A's.