SOLUTION: when the digit of a two digit number are reversed it become 5/6 of itself find the number if its ten's digit is one more than the unit's digit.
Algebra ->
Customizable Word Problem Solvers
-> Age
-> SOLUTION: when the digit of a two digit number are reversed it become 5/6 of itself find the number if its ten's digit is one more than the unit's digit.
Log On
Question 762119: when the digit of a two digit number are reversed it become 5/6 of itself find the number if its ten's digit is one more than the unit's digit. Answer by lwsshak3(11628) (Show Source):
You can put this solution on YOUR website! when the digit of a two digit number are reversed it become 5/6 of itself find the number if its ten's digit is one more than the unit's digit
***
let u=units digit
let t=tens digit
t=u+1
..
(10u+t)/(10t+u)=5/6
(10u+u+1)/(10(u+1)+u)=5/6
(11u+1)/(10u+10+u)=5/6
(11u+1)/(11u+10)=5/6
66u+6=55u+50
11u=44
u=4
t=u+1=5
number=54
(