Let f: R-0,1 R be a function such that f(x)+ f(1/1-x) = 1+x. Then f(2) is equal to:| Function| JEE

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Let f : R – {0, 1} rarr R be a function such that f(x) + f(1/(1-x)= 1 + x. then f(2) is equal to... Let f : R – {0, 1} rarr R be a function such that f(x) + f(1/(1-x)= 1 + x. then f(2) is equal to...
Let f∶R-{0,1}→R be a function such that f(x)+f(1/(1-x))=1+x. Then f(2) is equal to Let f∶R-{0,1}→R be a function such that f(x)+f(1/(1-x))=1+x. Then f(2) is equal to
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Let f:R-R be defined as f(x)= x-1 and g:R-{-1,1}-R be defined as g(x)= x2/(x2 -1) then fog is Let f:R-R be defined as f(x)= x-1 and g:R-{-1,1}-R be defined as g(x)= x2/(x2 -1) then fog is
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