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If, f(x)=log{(1+x)1+x}−xx2,x≠0f(x)=\cfrac { log\quad \{ (1+x)^{ 1+x }\} -x }{ x^{ 2 } } \quad ,x\neq 0f(x)=x2log{(1+x)1+x}−x,x=0 is continuous at x=0. Then find f(0).If answer is 'n', Find the answer as (n2)(n^{ 2 })(n2).
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