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I am working on logarithms, the question is to find the expontent to which ten must be raised to obtain this number: 3560
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The object here is to find x for \[10^x = 3560\] By definition of logarithm, solving for x gives \[x = \log_{10}3650\]
how do I solve that? finding the exponent when it is x
For this sort of thing, you probably have to use a calculator (if there's a log button, that means log base 10, which is what you want).
OH. (: thanks!
can you explain the ground rules about logs because I am just having a hard time picturing all this stuff in my head. ): blah
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