Let (an)n-1 be a sequence such that lim an = 0. 100 For the parts below, indicate whether or not the given infinite seri
Posted: Mon Apr 11, 2022 5:56 am
Let (an)n-1 be a sequence such that lim an = 0. 100 For the parts below, indicate whether or not the given infinite series must converge, diverge, or could do either. If the series must converge or must diverge, prove the relevant case. If the series can do both, give a working convergent example and working divergent example. (a) sin(ak) IM8 cos(ak)