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Find the Derivative of Y with Respect to the Independent y=(cosθ)11y = ( \cos \theta ) ^{\sqrt { 11} }

Question 281

Multiple Choice

Find the derivative of y with respect to the independent variable.
- y=(cosθ) 11y = ( \cos \theta ) ^{\sqrt { 11} }


A) 11(cosθ) 111\sqrt { 11 } ( \cos \theta ) ^{ \sqrt { 11 } - 1}
B) 11cosθsinθ- \sqrt { 11 } \cos \theta \sin \theta
C) (cosθ) 111sinθ- ( \cos \theta ) ^{ \sqrt { 11 } - 1 }\sin \theta
D) 11(cosθ) 111sinθ- \sqrt { 11 } ( \cos \theta ) ^{ \sqrt { 11 } - 1} \sin \theta

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