Expand the logarithm, simplify. Assume all quantitities rep positive real number

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Oct 2nd, 2015

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Using ln(a/b) = ln(a)-ln(b)   and ln(ab) = ln(a) + ln(b)


ln(x^1/3)/10(yz)^1/2))= ln(x^1/3)-ln(10(yz)^1/2))

=1/3ln(x)-{ln(10)+1/2ln(yz)}

=1/3ln(x) - ln(10)-1/2ln(y)-1/2ln(z)

=1/3ln(x)-1/2ln(y)-1/2ln(z)-2.3

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Oct 2nd, 2015

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