If in a number, the unit digit ‘a’ and the ten’s digit ‘b’ then what is the general form of a number.
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Let the two no.s be a,b
Given,
a>b
(a+b)=2(a−b)
⟹a=3b
Put values of b such that a<10 (otherwise it would be a 3 digit number)
b=1,2,3
a=3,6,9
So, the possible numbers are 31,62,93.
Hence, 3 such numbers are possible.
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