(Created page with "{{stub}} == Polynomial Functions == * $\cfrac{d}{dx} x^k = k\, x^{k-1}$ * $\int x^k\, dx = \cfrac{1}{k+1} x^{k+1} + C$, $k \ne -1$ A Taylor Expansion of a...")
 
 
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== Sources ==
 
== Sources ==
 
* [[Calculus: Single Variable (coursera)]]
 
* [[Calculus: Single Variable (coursera)]]
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[[Category:Functions]]

Latest revision as of 23:22, 6 December 2015

Polynomial Functions

  • $\cfrac{d}{dx} x^k = k\, x^{k-1}$
  • $\int x^k\, dx = \cfrac{1}{k+1} x^{k+1} + C$, $k \ne -1$

A Taylor Expansion of a polynomial is polynomial


Sources