InterviewSolution
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f (x) = lim _(x to oo) (x ^(2) + 2 (x+1)^(2n))/((x+1) ^(2n+1) + x^(2) +1),n in N and g (x) =tan ((1)/(2)sin ^(-1)((2f (x))/(1+f ^(2) (x)))), then lim _(x to 0^(-)){(f (x))/(tna ^(2)x)} +|lim _(x to 2 ^(-))f (x)|+ lim _(x to 2 ^(+)) (5 f (x)) is equal to (where {.} denotes fraction part function) |
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Answer» 7 |
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