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The Derivative Of sin(θcosθ)\sin ( \theta \cos \theta ) Is cos(θcosθ)[cosθθsinθ]\cos ( \theta \cos \theta ) \cdot [ \cos \theta - \theta \sin \theta ]

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The derivative of sin(θcosθ)\sin ( \theta \cos \theta ) is cos(θcosθ)[cosθθsinθ]\cos ( \theta \cos \theta ) \cdot [ \cos \theta - \theta \sin \theta ] .


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