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Question

The third term of a Geometric Progression (G.P.) is 18 and the sixth term is 486. Find the common ratio rr

Verified Answer

3

Explanation & Step-by-Step Solving

Context: Use the nth term formula Tn=arn1T_n = ar^{n-1}. We have ar2=18ar^2 = 18 and ar5=486ar^5 = 486. Divide the two expressions:ar5ar2=48618    r3=27    r=273=3\frac{ar^5}{ar^2} = \frac{486}{18} \implies r^3 = 27 \implies r = \sqrt[3]{27} = 3

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Exam aration and answersWAEC Exam arationJAMB Exam arationacademic problems

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