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log(x)=10
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inverse of any logarithm function is (baselog)^x in your case, its base 10. therefore: 10^10=x
ok,tk
can u do one more
shoot
\[\log_{\frac{1}{2}} (4)=x-1\]
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x=-1, give me a minute to type it out if youd like so far: \[\log_{1/2}(4)=x-1 \] therefore: \[(1/2)^{x-1}=4\]
logs are hard, try these videos: http://patrickjmt.com/properties-of-logarithms-part-1/ http://patrickjmt.com/properties-of-logarithms-part-2/
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