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This is an inquiry that has been an itch I can't reach.
Why can't the integral (1+(1/x))^x be evaluated?
I know the limit {n->inf} (1+(1/x))^x = e but I don't understand why the function doesn't have an integral.
Thanks in advance
Why can't the integral (1+(1/x))^x be evaluated?
I know the limit {n->inf} (1+(1/x))^x = e but I don't understand why the function doesn't have an integral.
Thanks in advance