Question

What is the explicit rule for this geometric sequence? 29,23,2,6,.

Answer 1

The explicit rule for this geometric sequence 29,23,2,6, is n = 29 × (29/23)^(n - 1)

How to write explicit rule

• First term, a = 29

Second term, a×r = 23

23 = 29 × r

23 = 29r

r = 29/23

• Common ratio, r = 29/23

The explicit formula is given by

nth term = ar^(n - 1)

n = 29 × (29/23)^(n - 1)

Where,

nth term = number of terms

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