Use the fact that (1−x)21=n=1∑∞nxn−1 to find the sum of each series. (a) 21n=1∑∞n(21)n=1 (b) 71n=1∑∞n(76)n=
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Use the fact that (1−x)21=n=1∑∞nxn−1 to find the sum of each series. (a) 21n=1∑∞n(21)n=1 (b) 71n=1∑∞n(76)n=
Use the fact that (1−x)21=n=1∑∞nxn−1 to find the sum of each series. (a) 21n=1∑∞n(21)n=1 (b) 71n=1∑∞n(76)n=
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