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hi, how do you isolate x in this equation: a/b = (.5) exponent x?
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by exponent do you mean \[0.5^x\]or \[exp(x)\]where exp(x) is equivalent to the exponential function \[e^x\]
either way, use logarithms
\[x = -\frac{\ln(\frac{a}{b})}{\ln(2)}\]
the first one...
If it's the first one then my above answer stands. You can also write it as \[x = \frac{\ln(b) - \ln(a)}{\ln(2)}\]
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ok thanks!
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