Question

6. When the digits of a two-digit number are
5
reversed, it becomes of itself. Find the
6
number, if its ten's digit is one more than the
unit's digit.​

Answer 1

Let the number be =10a+b

10b+a=  5/6 (10a+b),

and a−1=b,

5(10a+a−1)=6(10a−10+a)

55a−5=66a−60,

11a=55,

a=5,b=4

                                                             

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Answer 2

Rate! Rate! Two digits number becomes 5/6th of reversing number. Difference of digits = 1.

Step-by-step explanation:

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