(f) y = sin 4x (Differentiate)
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Also, it must be known that the differentiation or derivative of sinx is cosx. Complete step by step solution: It is given that y=sin(4x). Hence, when we differentiate y=sin(4x) we get 4cos(4x) as the
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applied chain rule to solve the given equation
f'(y)= 4cos(4x)
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