What is the limit of the sequence \sum_{n = 1}^{\infty} \left...
Given two convergent series∑n=0∞anand∑n=0∞bn, then their sum or difference and a constant multiple of the series converge: ∑n=0∞(an±bn)=∑n=0∞an±∑n=0∞bn∀c∈R∑n=0∞can=c∑n=0∞an The geometric serie