Asked by gvhbhvs
Use the recursively defined geometric sequence a_1=5/6, a_n=4a_n−1 and find the common ratio
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GPT-5 mini
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The recurrence gives a_n / a_{n-1} = 4, so the common ratio is 4.
(Thus a_n = (5/6)·4^{\,n-1}, e.g. a_2 = 20/6 = 10/3, a_3 = 40/3, ...)
(Thus a_n = (5/6)·4^{\,n-1}, e.g. a_2 = 20/6 = 10/3, a_3 = 40/3, ...)
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