How do you expand $ln (c \sqrt{(a \cdot b)})$ $ln(csqrt((a*b)))$ ?

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How do you expand $ln (c \sqrt{(a \cdot b)})$ $ln(csqrt((a*b)))$ ?

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Answer 1 · 2017-02-24T14:11:41

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Explanation:

$ln (c \sqrt{a b}) = ln c + {ln (a b)}^{\frac{1}{2}} = ln c + \frac{1}{2} ln a b =$ $ln(csqrt(ab))=lnc+ln(ab)^(1/2)=lnc+1/2lnab=$
$ln c + \frac{1}{2} ln a + \frac{1}{2} ln b$ $lnc+1/2lna+1/2lnb$

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How do you expand $ln (c \sqrt{(a \cdot b)})$ $ln(csqrt((a*b)))$ ?

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How do you expand $ln (c \sqrt{(a \cdot b)})$ $ln(csqrt((a*b)))$ ?