How to Differentiate ln(sqrt(x)) By Rewriting and using the Power Rule for Logarithms
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Derivative of ln(sqrt(x)) by first principles (no L'Hopital's rule)
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How to find the derivative of ln(sqrt(x^2+1)) using the chain rule and log properties.
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Find the derivative of the following functions y=\ln\sqrt{x^{4}+x^{2}} | Plainmath
Larson Calculus 13.3 #28: First Partial Derivatives of g(x, y) = ln(sqrt(x^2 + y^2))
Solve ln(sqrt(x + 4)) = 1 #shorts