If $g ( x ) = e ^ { ( 4 x + \sin x ) } \text {, then } g ^ { \prime } ( x ) = ( 4 + \cos x ) \cdot e ^ { ( 4 x + \sin x ) }$

True/False

If $g ( x ) = e ^ { ( 4 x + \sin x ) } \text {, then } g ^ { \prime } ( x ) = ( 4 + \cos x ) \cdot e ^ { ( 4 x + \sin x ) }$