Differentiation of cos xcube

1.	Differentiation of cos xcube
Answer» Step-by-step EXPLANATION: Your Question: ${( \cos(x) )}^{3} {( \sin{x}^{5} )}^{2}$ DIFFERENTIATING, USING Chain Rule: = {3 (cos x)² (- sin x)} (sin x^5)² + (cos x)³ {2 (sin x^5) (cos x^5) (5 x⁴)} = - 3 cos²x SINX (sin x^5)² + 10 cos³x sinx^5 cosx^5 ... ( you can further solve it ) (Kindly Ask Complete Question, PLEASE) Thank you.

Answer»

Step-by-step EXPLANATION:

Your Question:

${( \cos(x) )}^{3} {( \sin{x}^{5} )}^{2}$

DIFFERENTIATING, USING Chain Rule:

= {3 (cos x)² (- sin x)} (sin x^5)² + (cos x)³ {2 (sin x^5) (cos x^5) (5 x⁴)}

= - 3 cos²x SINX (sin x^5)² + 10 cos³x sinx^5 cosx^5

...

( you can further solve it )

(Kindly Ask Complete Question, PLEASE)

Thank you.

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Differentiation of cos xcube​

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Differentiation of cos xcube