Derivative of sin x2 w.r.t. x3
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Answer:
2/3x
Step-by-step explanation:
y=gx
dy/dx= differentiation of y w.r.t x
g(x)=x²
d(g( x)) /dx= d/dx (x²)
=2x
g(x)= x³
d(g(x))/dx= d/dx (x³)
=3x³
d(x²)/ d(x³)= d(x³)/dx/ d(x³)/dx
2x/3x²
= 2/3x
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