Math 1B Section 107 Quiz #7Thursday, 11 October 2007GSI: Theo Johnson-Freydhttp://math.berkeley.edu/∼theojfName:For the first two questions, the alternating series diverge. For each series, decide whichparts of the Alternating Series Test it satisfies, and which parts it fails to satisfy:1. (2 pts)∞Xn=1(−1)nn + 12n2. (2 pts) 1 −14+13−116+15−164+17−1256+19−11024+111−14096+ . . .1For the next two questions, use the Ratio Test to determine if the series converges ordiverges.3. (3 pts)∞Xn=0n!14n4. (3 pts)∞Xn=0n2n+
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