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Use the properties of logarithms to express as a sum, difference, and or mulitple of logarithms. log(x(squre root of x-3)
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logx + (1/2)log(x-3)
\[\log(A*B)=\log(A)+\log(B)\]
\[\log(x^a)=a*\log(x)\]
so log(xsqrt(x-3))= log(x)+log(sqrt(x-3)= log(x)+log((x-3)^(1/2))= log(x)+(1/2)log(x-3)
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