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Question: find the maclaurin series in sum notation using indirect methods...

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Find the Maclaurin series in sum notation using indirect methods suggested, and state the radius of the largest circle centred at z=0 inside of which the series converges to the function
1. Find Maclaurin series for the functions below using the indirect methods suggested. Also, in each 0 inside of which the series converges to case, state the radius of the largest circle centred at z the function. (a) sinh z (b) cosh z (c) Ζe [using the fact that sinh z--i sin(iz) 1 lby differentiating the series for sinh z ] 3e-(e) (using the seri 3e- lusing the series for e
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