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What is the tenth term in the geometric sequence 9, 3/2, 1/4, ...?

 Jan 6, 2021
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So first you can tell that the pattern is times \(1\over6\) because 9 divided by 3/2 = 6.

So you get \(9\)\(\times \) \(1\over6\)9=6^9 =\(9\) \(\times\)\(1\over10077696 \)=\(1\over1119744\).

So the answer is \(1\over1119744\).

 Jan 6, 2021

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