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Created by k.maddison
over 11 years ago
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| Question | Answer |
| CHAIN RULE | dy/dx = dy/du x du/dx |
| PRODUCT RULE | dy/dx = U(dv/dx) + V(du/dx) |
| QUOTIENT RULE | y = u/v dy/dx = V(du/dx) - U(dv/dx) |
| y = sinx | dy/dx = cosx |
| y = cosx | dy/dx = -sinx |
| sin x + cos x | 1 |
| sinx / cosx | tanx |
| secx | 1 / cosx |
| cotx | 1 / tanx |
| cosecx | 1 / sinx |
| tan x + 1 | sec x |
| cot x + 1 | cosec x |
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