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24 Cards in this Set
- Front
- Back
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a^3 + b^3 |
a^2 - ab + b^2 |
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d/dx tanΘ |
sec^2Θ dΘ |
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intgl(1 / (x^2 + a^2)) |
1/a arctan x/a + c |
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intgl(1 / |x| sqrt(x^2 - a^2)) |
1/a arcsec x/a + c |
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x^2 - 1 -> |
secΘ |
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1 - x^2 -> |
sinΘ |
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x^2 + 1 -> |
tanΘ |
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intgl(1/ √[a^2 - x^2]) |
arcsin x/a + c |
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intgl(sin^2Θ) |
[Θ - sinΘcosΘ] / 2 |
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d/dΘ secΘ |
secΘtanΘ |
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sec^2Θ = |
tan^2Θ + 1 |
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intgl(cscΘ) |
- ln|cscΘ + tanΘ| + c |
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d/dx cscΘ |
-cscΘcotΘ dΘ |
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d/dx cotΘ |
csc^2Θ |
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sinhΘ = |
[e^Θ - e^Θ] / 2 |
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intgl(secΘ)dΘ |
ln | secΘ + tanΘ | + c |
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intgl(sin^2 Θ) |
[ Θ - sinΘcosΘ ] / 2 |
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cos^2 Θ = |
[ 1 + cos(2Θ) ] / 2 |
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Integration by Parts Formula |
intgl(u • dv) = (u • v) - intgl(v • du)
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Quadratic Formula |
-b ± [ √(b² - 4ab) / 2a ]
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intgl(secΘtanΘ) |
secΘ + c |
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intgl(cotΘ) |
ln|sinΘ| + c |
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intgl(csc^2Θ) = |
-cotΘ + c |
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intgl(sec^2Θ) |
tanΘ |
