Tens digit of a two-digit no. is three times its one's digit. if the sum of the number and the number got by reversing the digits 88, find the original no.
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Step-by-step explanation:
let ones digit is x and tens digit is y then
according to question, y=3x
10y+x+y+10x=88
11y+11x=88
x+y=8
x+3x=8
4x=8
x=2
y=3x=3*2=6
so original number is 10y+x=10*6+2=62
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