- If An Alternating Series N 1 1 N 1bn Converges Then The Remainder Using Partial Sum S8 Is Less Than B8 B9 S8 S9 1 (10.66 KiB) Viewed 31 times
If an alternating series n=1∑(−1)n−1bn converges, then the remainder using partial sum s8 is less than b8 b9 S8 s9
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If an alternating series n=1∑(−1)n−1bn converges, then the remainder using partial sum s8 is less than b8 b9 S8 s9
If an alternating series n=1∑(−1)n−1bn converges, then the remainder using partial sum s8 is less than b8 b9 S8 s9
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