Calculus derivatives! Trig, logs, e, inverse trig
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| 19511364 | y=sinx | y'=cosx | |
| 19511365 | y=cosx | y'=-sinx | |
| 19511366 | y=tanx | y'=sec^2(x) | |
| 19511367 | y=cscx | y'=-cscxcotx | |
| 19511368 | y=secx | y'=secxtanx | |
| 19511369 | y=cotx | y'=-csc^2(x) | |
| 19511370 | y=e^x | y'=e^x | |
| 19511371 | y=b^x | y'=b^x*lnb | |
| 19511372 | y=lnx | y'=1/x | |
| 19511373 | y=logb(x) | y'=1/x*ln(b) | |
| 19511374 | y=sin-1f(x) {square root} | y'=f'x/{1-[fx]^2} | |
| 19511375 | y=cos-1f(x) {square root} | y'=-f'x/{1-[fx]^2} | |
| 19511376 | y=tan-1f(x) | y'=f'x/1+[fx]^2 | |
| 19511377 | y=sec-1f(x) {square root} | y'=f'x/fx{[fx^2]-1} | |
| 19511378 | y=csc-1f(x) {square root} | y'=-f'x/fx{[fx^2]-1} | |
| 19511379 | y=cot-1f(x) | y'=-f'x/1+[fx^2] |
