Differentiate:sinx^4 w.r.t. 'x' value
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Solution :
Let, y = sin(x⁴)
Differentiating both sides with respect to x, we get
dy/dx = d/dx {sin(x⁴)}
= cos(x⁴) * d/dx (x⁴)
= cos(x⁴) * (4x³)
= 4x³ * cos(x⁴),
which is the required derivative.
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