Question

The
sum of digits of a two digit number is
8 and the different between the number
and that formed by reversing the digits
18. Find the number.​

Answer 1

Answer:

16,4 is the ans of question

Answer 2

Answer:

Let the unit place digit be x

and tens place digit be y

number formed by x and y =10 y + x

number obtained by reversing digits = 10 x + y

here, sum of digits =8(1)

and difference on reversing the digit is 18

A/q

(10y-x)-(10x+y)=18

or,(10y+x)-(10x-y)=18

or,9y-9x=18

or,9(y-x)=18

or,y-x=18/9=2

on adding both the given equation

Now, y + x = 8

y - x = 2

_________

2y. =10

or,. y =5

now putting the value of y in equation 1st

y+x=8

5+x=8

or,x=3

now the formed number= 53