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How do you expand #log_bsqrt((xy^4)/z^4)#?

1 Answer

Oct 11, 2016

#1/2(ln(x) + 4ln(y) - 4ln(z))/ln(b) #

Explanation:

#log_bsqrt(xy^4/z^4) = #

#lnsqrt((xy^4)/z^4)/ln(b) = #

#1/2ln((xy^4)/z^4)/ln(b) = #

#1/2(ln(x) + ln(y^4) - ln(z^4))/ln(b) = #

#1/2(ln(x) + 4ln(y) - 4ln(z))/ln(b) #

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