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18, x, 8 In a geometric sequence, there is a constant ratio between consecutive terms. That means x/18 must be equal to 8/x. x/18 = 8/x Solve for x by cross multiplying.
So 12 right? because \[\frac{ x }{ 18 }=\frac{ 8 }{ x }\] Then\[18*8=x^2\]Then \[144=x^2\] Then \[\sqrt{144}=\sqrt{x^{2}}\] Lastly \[12\]
That is what I get.
I meant \[12=x\]
Yeh.
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Thanks
You are correct. The missing number in the sequence is 12.
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