Derivaties And Integrals

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Miscellaneous

 

Written by:

Wendy A

 

Date added:

November 19, 2014

 

Level:

University

 

Grade:

A

 

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3 / 600

 

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2807 times

 

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f(x) __________________ [ [ [ Derivative of f(x) __________________ [ [ [ {billy under the step of der write " f ?(x) = (x)^n-1" and then under orig funct write "f(x) = (x)^n" and then under integ write " S (x) = (x)^(n+1) + C"} If you are given a function and asked to find the derivative, you need to "take a step down"...
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You'll take all your x^n's to one less degree. But that's not all. With derivatives, you must also remember to multiply the new x's BY n. For example, with a function like x^3, you not only have to reduce the n by one (now x^2) but you need to swing the original n (3) out and multiply by it. x^3 now becomes 3x^2...
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