Question

how to find the derivative of this equation..

Answer 1

\[G(x)= \ln \frac{ \ln x ^{2} }{4x }\]

Answer 2

first take derivative of outside ln (1 over stuff inside). giving:

\[\frac{ 4x }{ \ln(x^2) } \times \frac{ d }{ dx }(\frac{ \ln(x^2) }{ 4x })\]

derivative found using quotient rule, which will involve a chain rule in numerator.

i rather not solve since it's long, but I can if this isn't enough to start you up