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Use Logarithmic Differentiation to Find the Derivative of the Function y=x6xy=x^{6 x}

Question 54

Multiple Choice

Use logarithmic differentiation to find the derivative of the function. y=x6xy=x^{6 x}


A) y=6(lnx+1) y^{\prime}=6(\ln x+1)
B) y=6x6x(lnx+1) y^{\prime}=6 x^{6 x}(\ln x+1)
C) y=6x6x(lnx+6) y^{\prime}=-6 x^{6 x}(\ln x+6)
D) y=6x6x(6lnx+1) y^{\prime}=6 x^{6 x}(6 \ln x+1)
E) y=xx(ln6x+1) y^{\prime}=x^{x}(\ln 6 x+1)

Correct Answer:

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