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Is there a geometric proof or intuition for why [math]\begin {equation} {\displaystyle \sin x = \sum_ {n=0} ^{\infty} \frac {(-1) ^ {n} \cdot x^ {2n+1}} {(2n+1)! }} \end{equation}[/math] relates to the ratio
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The Structure of Description: Evaluating Descriptive Inferences and Conceptualizations | Perspectives on Politics | Cambridge Core
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calculus - Pointwise convergence of $x^n$ in $[0,1]$ - Mathematics Stack Exchange
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