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Let a0 = wand an\" = an + 1 - Then an = 2 Q1 attempts left I a 00 The sequence {em/3 sin(n)} is n21 The series 2 5 (E) and Z 5 (E) are examples of: k=1 k=1 convergent geometric series none of the above telescopic series divergent and convergent geometric series, respectively divergent geometric series convergent and divergent geometric series, respectively 00 Consider the series 2 on where an -> 0 as n i> 00. What k=1 can we conclude by using the divergence test? the series converges to 0 the series diverges it depends on the sign of the an's the series converges, but we do not know to which value with the information given