SOLUTION: when logx=2logA-(1/2)logB, x is equal to

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Question 731662: when logx=2logA-(1/2)logB, x is equal to
Answer by nerdybill(7384) About Me  (Show Source):
You can put this solution on YOUR website!
when logx=2logA-(1/2)logB, x is equal to
.
logx=2logA-(1/2)logB
logx = logA^2 - logB^(1/2)
logx = log(A^2/B^(1/2))
x = A^2/B^(1/2)
.
or,
x+=+A%5E2%2FB%5E%281%2F2%29
.
x+=+A%5E2%2Fsqrt%28B%29
.
x+=+A%5E2%2Fsqrt%28B%29%2A+sqrt%28B%29%2Fsqrt%28B%29
.
x+=+A%5E2%2Asqrt%28B%29%2FB