Write out the first few terms of the geometric series, n=0 express the inequality, |r| < 1, in terms of x and find the values of x for which the inequality holds and the series converges. 1 The general geometric series is a +ar+ar + ar + ... + ar^ + .... What is the first term of the given series? What is the second term of the given series? (x - 5) 4 What is a? 1 What is r? n (*=5)" 4 (x - 5) 4 If the series is convergent, what is the series' sum? to find a and r, and find the sum of the series. Then, 3