Study calc Flash Cards

 
Pile Management Card
calc

loading
d/dx[arccot u]
-u/(1+u^2)
|(du)/a^2+u^2
(1/a)arctan(u/a)+c
|(du)/{a^2-u^2
arcsin (u/a)+ c
|(du)/u{u^2-a^2
(1/a)arcsec(|u|/a)+c
|[f(u)+-g(u)] du
|f(u)du +- |g(u)du
|sec u tan u du
sec u + c
|csc u cot u du
-csc u + c
|sec^2 u du
tan u + c
|csc^2 u du
-cot u + c
|csc u du
-ln |csc u + cot u| + c
|cot u du
ln|sin u| + c
|tan u du
-ln|cos u| + c
|sec u du
ln|sec u + tan u| + c
|cos u du
sin u +c
|e^u du
e^u + c
|sin u du
-cos u +c
|du/u
ln|u| +c
|a^u du
(1/lna)a^u + c
|u^n du
[(u^n+1)/(n+1)] + c
n=/ -1
|du
u+c
|kf(u)du
k|f(u)du
d/dx [arccsc u]
-u'/(|u|{1-u^2)
d/dx [arcsec u]
u'/(|u|{1-u^2)
d/dx [arctan u]
u'/1+u^2
d/dx [arccos u]
-u'/({1-u^2)
d/dx [u^n]
nu^n-1(u')
d/dx [arcsin u]
u'/({1-u^2)
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 [cu]
cu'
d/dx [x]
1
d/dx [csc u]
-(csc u cot u)u'
d/dx [sec u]
(sec u tan u)u'
d/dx [cot u]
-(csc^2 u)u'
d/dx [tan u]
(sec^2 u)u'
d/dx [cos u]
-(sin u)u'
d/dx [sin u]
(cos u)u'
d/dx [a^u]
(ln a)a^u u'
d/dx [e^u]
e^u u'
d/dx [ln u]
u'/u
d/dx [|u|]
(u/|u|)u'
Place this card into pile: