The first derivative of the function \[(\sin 2x\cos 2x\cos 3x+{{\log }_{2}}{{2}^{x+3}})\] with respect to x at \[x=\pi \]is [MP PET 1998]

\[-2+{{2}^{\pi }}{{\log }_{e}}2\]

The first derivative of the function \[(\sin 2x\cos 2x\cos 3x+{{\log }

1.	The first derivative of the function \[(\sin 2x\cos 2x\cos 3x+{{\log }_{2}}{{2}^{x+3}})\] with respect to x at \[x=\pi \]is [MP PET 1998]
A.	2
B.	?1
C.	\[-2+{{2}^{\pi }}{{\log }_{e}}2\]
D.	\[-2+{{\log }_{e}}2\]
Answer» C. \[-2+{{2}^{\pi }}{{\log }_{e}}2\]

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The first derivative of the function \[(\sin 2x\cos 2x\cos 3x+{{\log }_{2}}{{2}^{x+3}})\] with respect to x at \[x=\pi \]is [MP PET 1998]

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