Question

the tens and ones digit of a two digit number are same. when the numbers is added to its reverse, the sum is 88. what is the number?

Answer 1

A number can be written as=
10(tens digit)+ones digit

Therefore, the number is=
10x+x
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Answer 2

Given:

The ten's and one's digit of a two-digit number is the same

Sum of the number and its reverse = 88

To find:

The number

Solution:

Let the ten's and one's digit of the number be y and y respectively.

So the number can be represented as 10y + y

According to the question,

10y + y + y + 10y = 88

or 22y = 88

or y = 4

Hence the number is 10 X 4 + 4 = 44.