Find the derivatives of the functions y=x^{3}-3(x^{2}+\pi^{2})

Adela Brown

Adela Brown

Answered question

2021-12-07

Find the derivatives of the functions y=x33(x2+π2)

Answer & Explanation

Archie Jones

Archie Jones

Beginner2021-12-08Added 34 answers

Step 1
the given function is:
y=x33(x2+π2)
we have to find the derivative of the given function.
Step 2
the given function is y=x33(x2+π2)
the given function can be written as:
y=x33(x2+π2)
y=x33x23π2...(1)
now differentiate the both the sides of the equation (1) with respect to x,
dydx=ddx(x33x23π2)
dydx=ddx(x3)ddx(3x2)ddx(3π2)
dydx=3x23xddx(x2)0
dydx=3x23(2x)
dydx=3x26x
Step 3
therefore the derivative of the given function y=x33(x2+π2) is 3x26x

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