plz solve this problem
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Answer:
42
Explanation:
we need to assume the digits as x and y
then no. becomes 10x+y and no. obtained by reversing becomes 10y+x.
then 10x+y+10y+x=66
11x+11y=66
11(x+y)=66
x+y=6 take it as eqn.1
also given difference of the digits is 2
x-y=2 take it as eqn.2
subtract eqn.1 and eqn.2
then we get value of x and substitute the value of x as 4 in any of the equations and we will get the value of y as 2
so the required no. is 42
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