Question

The teacher asked the last riddle with the following clues:

The difference of two numbers has five of its six digits as 0.

The greater number lies between 5,00,000 and 6,00,000.

All the digits of the smaller number are the same.

If the smaller number lies between 2,00,000 and 2,50,000, then find the difference of the numbers.

Pls answer it correctly

Answer 1

Answer:

3,00,000

Step-by-step explanation:

If the digits of the smaller number are same, then

only one number lies between 2,00,000 and 2,50,000 which has all digits same, that is, 2,22,222.

So, 2,22,222 is the smaller number.

Now, the difference of greater and smaller number must contain 5 of six digits as zero.

So, let, x,00,000 be the difference of two no.s .

Since the greater no. must be between 5,00,000 - 6,00,000 so to make the difference suitable,

2,22,222 must be subtracted from 5,22,222 to obtain 3,00,000 as difference.

Therefore, the greater no. is 5,22,222 , and both of the numbers lie in the given limit.

Answer 2

Answer:

300000 is the correct answer to this question