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Let the tens digit be x
Let the units digit be y
The required number is 10x y
The sum of the digits is x y
Given, (10x y)/(x y) = 8
=> 10x y = 8(x y)
=> 10x y = 8x 8y
=> 10x-8x = 8y-y
=> 2x = 7y
=> 2x-7y = 0 ———-(1)
Given, x-3y = 1 => 2x-6y=2—————(2)
Solving (1) and (2),
we get x=7 and y=2
The answer is 72
Let the units digit be y
The required number is 10x y
The sum of the digits is x y
Given, (10x y)/(x y) = 8
=> 10x y = 8(x y)
=> 10x y = 8x 8y
=> 10x-8x = 8y-y
=> 2x = 7y
=> 2x-7y = 0 ———-(1)
Given, x-3y = 1 => 2x-6y=2—————(2)
Solving (1) and (2),
we get x=7 and y=2
The answer is 72
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