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16 Cards in this Set
- Front
- Back
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Constant Rule
d/dx [c] = |
Constant Rule
d/dx [c] = 0 |
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Constant Rule
d/dx [-352] = |
Constant Rule
d/dx [-352] = 0 |
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Power Rule
d/dx [X^n] = |
Power Rule
d/dx [X^n] = nX^(n-1) |
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Power Rule
d/dx [X^5] = |
Power Rule
d/dx [X^5] = 5X^4 |
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Constant times a func.
d/dx [c f(x)] = |
Constant times a func.
d/dx [c f(x)] = C d/dx [f(x)] |
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sum/difference rule
d/dx [f(x) + g(x)] = |
sum/difference rule
d/dx [f(x) + g(x)] = d/dx [f(x)] + d/dx [g(x)] |
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exponential
d/dx [e^x] = |
exponential
d/dx [e^x] =e^x |
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product rule
d/dx [f(x) g(x)] = |
product rule
d/dx[f(x) g(x)] = d/dx[f(x)] g(x) + f(x) d/dx[g(x)] |
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quotient rule
d/dx [f(x)/g(x)] = |
quotient rule
d/dx [f(x)/g(x)] = g(x) d/dx[f(x)] - f(x) d/dx[g(x)] / [g(x)]^2 |
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reciprocal rule
d/dx [# / g(x)] = |
reciprocal rule
d/dx [# / g(x)] = -# d/dx[g(x)] / [g(x)]^2 |
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d/dx (sinX) =
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d/dx (sinX) = cosX
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d/dx (secX) =
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d/dx (secX) = secXtanX
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d/dx (tanX) =
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d/dx (tanX) = sec^2X
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d/dx (cosX) =
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d/dx (cosX) = -sinX
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d/dx (cscX) =
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d/dx (cscX) = -cscXcotX
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d/dx (cotX) =
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d/dx (cotX) = -csc^2X
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