The tens digit in a two-digit number is one more than the units digit. The difference between this number and the reverse number is 1 /5 of the reverse number. Find the number
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let the unit digit is x
then tens digit is is x+1
the number is 10(x+1)+x=10x+10+x=11x+10
reverse number is 10x+x+1=11x+1
according to question,
(11x+10)-(11x+1)=1/5(11x+1)
=> 11x+10-11x-1=1/5(11x+1)
=> 9×5=11x+1
=> 11x=45-1
=> 11x=44
=> x=44/11
=> x=4
so unit digit is 4 and tens digit is 4+1=5
the number is 54
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