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10 Cards in this Set
- Front
- Back
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Geometric series form |
a/(1-r) Sum n-inf of r^n |
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Arc sin arc cos Derivative |
1/(1-x^2)^.5 -1/(1-x^2)^.5 |
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Solid of revolution |
Int over region Pi×r^2 dx |
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Series for comparison |
P series 1/n^p conv if p>1 Geometric series a/(1-r) (r)^ Conv if r>1 Harmonic series 1/n Divergent |
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Arc tan(x/a) arc cot derivative |
1/(1+x^2) 1/(a^2+x^2) -1/(1+x^2) |
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Sine squared theta equals |
1/2 (1-cos2theta) |
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Surface area |
A |
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Volume between 2 f(x)s |
Int from a-b Pi (outerfx^2 - innerfx^2) dx |
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Surface area |
Int from a-b of 2pi×f(x)×(1+[f'(x)]^2)^.5 dx |
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Convergent but not absol conv series |
Alternating hatmonic An=[(-1)^(n+1)]/n |
