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y = log x If y = 10, then what is x?
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x is 10^10
My teacher says the answer is 1, but I dont know how she got that.
\[\log(x)=10\] or \[\log(10)=x\]?
what is the base of the logarithm here?
because if \[\log(x)=10\] this means \[x=10^{10}\] (assuming base is 10)
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this question uses exponentials.. \[10^y = 0^{\log x}\] then by log laws \[10^y = x\] if y = 10 then \[10^10 = x\]
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