How to find the sum of using the Maclaurin Series.
$\sum _{ k=0 }^{ \infty }\frac{ (-1)^ k(\pi^{2k+1}) } {(4^{2k+1})(2k+1)!}$
I got the answer as $1/\sqrt { 2 } $
Can anyone please verify whether this is correct or no
How to find the sum of using the Maclaurin Series.
$\sum _{ k=0 }^{ \infty }\frac{ (-1)^ k(\pi^{2k+1}) } {(4^{2k+1})(2k+1)!}$
I got the answer as $1/\sqrt { 2 } $
Can anyone please verify whether this is correct or no
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