Differentiation
Terms
undefined, object
copy deck
- d/dx [cu]
- cu'
- d/dx [u ± v]
- u' ± v'
- d/dx [uv]
- uv' + vu'
- d/dx [u/v]
- [vu' - uv'] / [v^2]
- d/dx [c]
- 0
- d/dx [u^n]
- nu^(n-1)u'
- d/dx [x]
- 1
- d/dx [lul[
- [u] / [lul] (u'), u ≠0
- d/dx [ln u]
- u'/u
- d/dx [e^u]
- (e^u) (u')
- d/dx [sin u]
- (cos u) u'
- d/dx [cos u]
- - (sin u) u'
- d/dx [tan u]
- (sec^2u) u'
- d/dx [cot u]
- - (csc^2 u) u'
- d/dx [sec u]
- (sec u tan u) u'
- d/dx [csc u]
- - (csc u cot u) u'
- d/dx [arcsin u]
- [u'] / [√(1 - u^2)]
- d/dx [arccos u]
- [-u'] / [√(1 - u^2)]
- d/dx [arctan u]
- [u'] / [(1 + u^2)]
- d/dx [arccot u]
- [-u'] / [1+ u^2]
- d/dx [arcsec u]
- [u'] / [lul √(u^2 - 1)]
- d/dx [arccscu]
- [-u'] / [lul √(u^2 - 1)]