Let f be a continuous function on R such that f(1/4^n)=(sin e^n) e^-n^2+n^2/n^2+1, then f(0)= (a)...

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Let fbe a continuous function on R such that `f (1/(4n))=sin e^n/(e^n^2)+n^2/(n^2+1)` Then the ...

Table of Laplace transform

Let f(x) be a continuous function defined on [a, b] then lim n to ∞{tan (π/2n)tan(2π/2n)tan (3π/2n)

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This is a very famous limit

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