Express the series in terms of elementary functions and find the radius of convergence of the sum.
∑n=0∞(xn−x2n+1)=\displaystyle {\sum_{{{n}={0}}}^{{\infty}}}{\left({x}^{{n}}-{x}^{{{2}{n}+{1}}}\right)}=n=0∑∞(xn−x2n+1)= Preview Question 1 Part 1 of 3
Radius of Convergence: Preview Question 1 Part 2 of 3
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