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T/F?
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answerhappygod
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T/F?
T/F?
1. The special name given to the series n=1∑∞n1 is the harmonic series. 2. The sum of the geometric series n=0∑∞arn is 1−ra for all r∈R. 3. If n→∞liman does not exist or if n→∞liman=0, then the series n=1∑∞an is divergent. 4. A series n=1∑∞an is absolutely convergent if the series of absolute values n=1∑∞∣an∣ is convergent.
1. The special name given to the series n=1∑∞n1 is the harmonic series. 2. The sum of the geometric series n=0∑∞arn is 1−ra for all r∈R. 3. If n→∞liman does not exist or if n→∞liman=0, then the series n=1∑∞an is divergent. 4. A series n=1∑∞an is absolutely convergent if the series of absolute values n=1∑∞∣an∣ is convergent.
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