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If the first term of G.P. is 7, its nth term is 448 and sum of first n terms is 889, then find the fifth term of G.P.

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Given a = 7 the first term 

tn = arn – 1 = 7(r)n – 1 = 448. 

⇒ 7rn = 448 r

⇒ r = 2 

Hence T5 = ar4 = 7(2)4 = 112

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