Find the number to which the series $1-\frac{5}{2 !}+\frac{25}{4 !}-\frac{125}{6 !}+\cdots$ converges.Round to 5 decimal places.

Name: Find the number to which the series $1-\frac{5}{2 !}+\frac{25}{4 !}-\frac{125}{6 !}+\cdots$ converges.Round to 5 decimal places.
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The Answer of Find the number to which the series $1-\frac{5}{2 !}+\frac{25}{4 !}-\frac{125}{6 !}+\cdots$ converges.Round to 5 decimal places.

Find the Number to Which the Series 1−52!+254!−1256!+⋯1-\frac{5}{2 !}+\frac{25}{4 !}-\frac{125}{6 !}+\cdots1−2!5​+4!25​−6!125​+⋯

Find the Number to Which the Series $1-\frac{5}{2 !}+\frac{25}{4 !}-\frac{125}{6 !}+\cdots$