## A number consists of two digits whose sum is 15 if 27 is subtracted the digits are reversed find the number PLEASE ANSWER STEP BY STEP

Question

Lost your password? Please enter your email address. You will receive a link and will create a new password via email.

## Answers ( )

Answer:96

Step-by-step explanation:Let the digit in the unit place be x. Then, digit in the tens’ place = (15-x).

Therefore, the number is 10x+15-x=9x+15.

So, the new number by reversing=10(15-x)+x=150-10x+x=150-9x.

Also, the new number is 9x+15-27=9x-12.

Therefore,

150-9x=9x-12

or, 9x+9x=150+12

or, 18x=162

or, x=162/18

or, x=9

Therefore, the number = 10×9+15-9 = 96

let one digit be x

and ten digit be y

therefore the number is 10y+x

also x+y=15=> v=15-x

10y+x27=10x+y

put y=15-x

10(5-x) +x-27=10x+15-x

x=6

y=9

number=96