the fifth, ninth and sixteenth term of a linear sequence(a.p) are consecutive terms of an exponential sequence(g.p)
(i) find the common difference of the linear sequence in terms of the first terms
(ii) show that the twenty-first,thirty-seventh and sixty-fifth terms of the linear sequence are consecutive terms of an exponential sequence whose common ratio is 7/4?
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Asked by Mitchelle on 11th January, 2023
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