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Created by Tech Wilkinson
almost 12 years ago
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| Question | Answer |
| \(f(x) = \sin kx\) | \(f'(x) = k \cos kx\) |
| \(f(x) = \cos kx\) | \(f'(x) = -k \sin kx\) |
| \(f(x) = \tan kx\) | \(f'(x) = k \sec^2kx\) |
| \(\int \cos kx dx\) | \(\frac{1}{k} \sin kx + c\) |
| \(\int \sin kx dx\) | \(- \frac{1}{k} \cos kx + c\) |
| \(\int f'(g(x))g'(x)dx\) | \(f(g(x)) + c\) |
| \(|xi + yj + zk|\) | \(\sqrt {x^2 + y^2 + z^2}\) |
| \((ai + bj + ck) * (xi + yj + zk)\) | \(ax + by + cz\) |
| a*b | \(|a|*|b| \cos \theta\) |
| Equation of line through \(a\) parallel to \(b\) | \(r = a + tb\) |
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