Taylor series of exp(x) is given by exp(x) = i=0 where i! = ix (i-1)...

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Taylor series of exp(x) is given by exp(x) = Σ i=0 where i! = ix (i-1) x 2 x 1, with 0!= 1. Suppose we use the first 100 terms to approximate exp(x), i.e., 99 exp(x)~ i=0 write a complete program which should be as concise as possible to evaluate exp(2). Taylor series of exp(x) is given by exp(x) = Σ i=0 where i! = ix (i-1) x 2 x 1, with 0!= 1. Suppose we use the first 100 terms to approximate exp(x), i.e., 99 exp(x)~ i=0 write a complete program which should be as concise as possible to evaluate exp(2).

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