Mathematics

Mathematics

Problem

The first term of an infinite geometric series is 33 and its common ratio is k−2k+1\dfrac{k-2}{k+1}. For which values of kk does the series converge? a) k>−1,  k≠−1k>-1,\;k\neq -1 b) k>12k>\dfrac12 c) k<12k<\dfrac12 d) k≥12k\ge \dfrac12

Browse the problem library