How to figure out the power rule for differentiation
Consider the following.
Use the power rule for differentiation to find f '(x). Give your answer using the form below where B > D > F. f '(x) = AxB + CxD + ExF A = B = C = D = E = F =
Use the power rule for differentiation to find f '(x). Give your answer using the form below where B > D > F. f '(x) = AxB + CxD + ExF A = B = C = D = E = F =
You need to know that $\displaystyle ^n\sqrt{x}= x^{1/n}$ and that $\displaystyle \frac{1}{^n\sqrt{x}}= x^{-1/n}$. B, D, and F are supposed to be exponents, Ax^B+ Cx^D+ Ex^F, and will all be fractions.