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![Let an be the nth term of the G.P. of positive numbers. Let ∑n = 1^100 a2n = alpha and ∑n = 1^100 a2n - 1 = beta , such that alpha≠beta . Let an be the nth term of the G.P. of positive numbers. Let ∑n = 1^100 a2n = alpha and ∑n = 1^100 a2n - 1 = beta , such that alpha≠beta .](https://haygot.s3.amazonaws.com/questions/2057263_1386447_ans_f9cfa989fe9f45ecb17c90a4e07b1307.jpg)
Let an be the nth term of the G.P. of positive numbers. Let ∑n = 1^100 a2n = alpha and ∑n = 1^100 a2n - 1 = beta , such that alpha≠beta .
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