Whose ones digit is 5 more than its tens digit?

Answer 1

Oh, isn't that a happy little math problem! If we have a number where the ones digit is 5 more than the tens digit, we can create a beautiful equation like this: Let's say the tens digit is "x", then the ones digit would be "x + 5". So, the number would be 10x + (x + 5). Happy solving, my friend!

Answer 2

The number you are describing is a two-digit number in the form of 10t + t + 5, where t represents the tens digit. Simplifying this expression gives 11t + 5. Therefore, any number where the ones digit is 5 more than the tens digit can be represented by the equation 11t + 5.

Answer 3

38