Differentiation of x sin x^2
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Answered by
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★Heya★
y = x Sin x²
DIFFERENTIATE BOTH SIDE'S W.R.T x
dy/dx = Sin x² + x Cos x² × 2x
dy/dx = Sin x² + 2x² Cos x²
y = x Sin x²
DIFFERENTIATE BOTH SIDE'S W.R.T x
dy/dx = Sin x² + x Cos x² × 2x
dy/dx = Sin x² + 2x² Cos x²
Answered by
4
d(xsinx²)/dx=
x.d(sinx²)/dx+sinx².dx/dx
x.2x.cosx²+sinx²
2x²cosx²+sinx²
x.d(sinx²)/dx+sinx².dx/dx
x.2x.cosx²+sinx²
2x²cosx²+sinx²
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