determine-the-derivative-of-hx2x2lnxhx2x2lnleftxright-evaluate-hehprimelefterigh

Question

Determine the derivative of $h (x) = 2 x^{2 \ln (x)}$ . Evaluate $h^{'} (e)$ .

Accepted Answer

$h^{'} (x) = 8 x^{2 \ln (x) - 1} \cdot \ln (x)$

$h^{'} (e) = 8 e^{}$

Answer

$h^{'} (x) = 8 x^{2 \ln (x) - 1} \cdot \ln (x)$

$h^{'} (e) = 8 e^{}$

Answer

$h^{'} (x) = 8 x^{2 \ln (x) - 1} \cdot \ln (x)$

$h prime of e equals 4 e squared$

Answer

$h^{'} (x) = 8 x^{2 \ln (x) - 1} \cdot \ln (x)$

$h prime of e equals 4 e squared$

Determine the derivative of h(x)=2x2ln(x)h(x)=2x^{2\ln\left(x\right)}. Evaluate h′(e)h^{\prime}\left(e\right).