Find $\left.\frac{\partial H}{\partial w}\right|_{(\pi / 4, \pi / 2)}$ to 2 decimal places if $H ( w , t ) = e ^ { \cos ( 2 w + 2 t ) }$ .

Name: Find $\left.\frac{\partial H}{\partial w}\right|_{(\pi / 4, \pi / 2)}$ to 2 decimal places if $H ( w , t ) = e ^ { \cos ( 2 w + 2 t ) }$ .
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The Answer of Find $\left.\frac{\partial H}{\partial w}\right|_{(\pi / 4, \pi / 2)}$ to 2 decimal places if $H ( w , t ) = e ^ { \cos ( 2 w + 2 t ) }$ .

Find ∂H∂w∣(π/4,π/2)\left.\frac{\partial H}{\partial w}\right|_{(\pi / 4, \pi / 2)}∂w∂H​​(π/4,π/2)​ To 2 Decimal Places If

Find $\left.\frac{\partial H}{\partial w}\right|_{(\pi / 4, \pi / 2)}$ To 2 Decimal Places If