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Antiderivatives (aka Integrals)
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What is the integral of:
f(x)=x
^{p}
(x
^{p+1 }
)/(p+1) +c
What is the integral of:
f(x)=cos(ax)
(1/a)sin(ax)+c
What is the integral of:
f(x)=sin(ax)
-(1/a)cos(ax)+c
What is the integral of:
f(x)=sec
^{2}
(ax)
(1/a)tan(ax)+c
What is the integral of:
f(x)=csc
^{2}
(ax)
-(1/a)cot(ax)+c
What is the integral of:
f(x)=sec(ax)tan(ax)
(1/a)sec(ax)+c
What is the integral of:
csc(ax)cot(ax)
-(1/a)csc(ax)+c
What is the integral of:
f(x)=e
^{ax}
(1/a)e
^{ax}
+c
What is the integral of:
f(x)=(1/x)
ln|x|+c
What is the integral of:
f(x)=1/sqrt(a
^{2}
-x
^{2}
)
sin
^{-1}
(x/a)+c
What is the integral of:
1/(a
^{2}
+x
^{2}
)
(1/a)tan
^{-1}
(x/a)+c
What is the integral of:
f(x)=1/[x*sqrt(x
^{2}
-a
^{2}
)]
(1/a)sec
^{-1}
(x/a)+c
What is the integral of:
f(x)=1/(x
^{2}
+a
^{2}
)
(1/x)tan
^{-1}
(x/a)
What is the formula for integration by parts?
Integral{udv}dx = uv - Int{vdu}dx
What is the integral of:
f(x)=ln(x)
x ln(x) - x + C
What is the integral of:
f(x)= sec x dx
ln|sec x + tan x| + C
What is the integral of:
f(x)= csc x dx
-ln|csc x + cot x| + C
Author
ballinbc14
ID
50766
Card Set
Antiderivatives (aka Integrals)
Description
Antiderivatives of all sorts of functions
Updated
2011-02-22T05:46:02Z
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