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Derivative of x^3cos3x^2
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3x^2cos(3x^2)-6x^4sin(3x^2)x
@jamalahmed2068, can you explain how you got that answer
do you know product rule??? (uv)'=u'v+uv' just use this..
Yes. Do you need to use the chain rule?
yes you have to use chain rule for the derivative of cos(x^2)
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How come? Is it necessary for any Trig. function drivative?
y=cos(x^2) let u=x^2 du=2xdx y=cos(u) dy=-sin(u)du so dy=-2xsin(x^2)dx
not always!! chain rule dy/du=(dy/dx) (dx/du) got it!!
chain rule is used when functions are composed....(do you know the the composition of functions)
Is it the f(g(x)) type
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f(x)=cos(x) g(x)=x^2 fog=cos(x^2)
let f and g are functions of x y=f(g(x)) let u=g y=f(u) dy/dx=d(f(u))/du du/dx =f'(u)du/dx =f'(g(x)) g'(x) got it nowww
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