if k+1, 2k+1, 3k+1 are three consecutiveterms of a geometric progression. find the common ration and the possible value of k
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(k+1)(3k+1)=(2k+1)²
4k²+4k+1=3k²+4k+1
k²=0
k=0
so the common ratio =1
4k²+4k+1=3k²+4k+1
k²=0
k=0
so the common ratio =1
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