I am not able to solve the question. Please help me soon!

x is a two-digit positive number and y is a three digit positive number

The values of x and y is such that if x is added by y % and if y is subtracted by x %, the result will be the same

How many numbers can be replaced with x or y such that the above statement is true???

[[If I have any problem with my question , please let me know ; I will edit soon]]]

## Divisional Math Olympiad, Dhaka-2016,primary, ques. 7

### Divisional Math Olympiad, Dhaka-2016,primary, ques. 7

Men are born with the reason to help others.

But I realised they strive to become famous.

But I realised they strive to become famous.

- asif e elahi
**Posts:**183**Joined:**Mon Aug 05, 2013 12:36 pm**Location:**Sylhet,Bangladesh

### Re: Divisional Math Olympiad, Dhaka-2016,primary, ques. 7

I didn't understand why are we taking $99$ to prove the problem

Men are born with the reason to help others.

But I realised they strive to become famous.

But I realised they strive to become famous.

- asif e elahi
**Posts:**183**Joined:**Mon Aug 05, 2013 12:36 pm**Location:**Sylhet,Bangladesh

### Re: Divisional Math Olympiad, Dhaka-2016,primary, ques. 7

Because $x$ has the only value $99$.ahsaf wrote:I didn't understand why are we taking $99$ to prove the problem