1832854
Description
| Question | Answer |
| y = sin (x) | cos (x) |
| y = k sin (x) | k cos(x) |
| y = sin(kx) | k cos(kx) |
| y = sin(f(x)) | f'(x) cos(f(x)) |
| y = cos(x) | -sin(x) |
| y = k cos(x) | -k sin(x) |
| y = cos(kx) | -k sin(kx) |
| y = cos(f(x)) | -f'(x) sin(f(x)) |
| y = tan(x) | sec^2 (x) |
| y = tan(kx) | k sec^2 (kx) |
| y = tan f(x) | f'(x) sec^2 f(x) |
| y = sec(x) | sec(x) tan(x) |
| y = cosec(x) | -cosec(x) cot(x) |
| y = cot(x) | -cosec^2 (x) |
| y = sec(kx) | k sec(kx) tan(kx) |
| y = sec(f(x)) | f'(x) sec(f(x)) tan(f(x)) |
| y = cosec(kx) | -k cosec(kx) cot(kx) |
| y = cosec(f(x)) | -f'(x) cosec(f(x)) cot(f(x)) |
| y = cot(kx) | -k cosec^2 (kx) |
| y = cot(f(x)) | f'(x) cosec^2 (f(x)) |
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