AP Calculus AB Formulas Flashcards
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6583226322 | Definition of Derivative | ![]() | 0 | |
6583226323 | Alternate Definition of Derivative | ![]() | 1 | |
6583226324 | Volume using Disks | ![]() | 2 | |
6583226325 | Volume using Washers | ![]() | 3 | |
6583226326 | Volume of Cross-Sections | ![]() | 4 | |
6583226327 | y | position | 5 | |
6583226328 | ft/sec | ![]() | 6 | |
6583226329 | ft | ![]() | 7 | |
6583226330 | ft/sec^2 | ![]() | 8 | |
6583226331 | y' | ![]() | 9 | |
6583226332 | y'' | ![]() | 10 | |
6583226333 | The particle is slowing down | ![]() | 11 | |
6583226334 | The particle is speeding up | ![]() | 12 | |
6583226335 | Total distance traveled | ![]() | 13 | |
6583226336 | Average value | ![]() | 14 | |
6583226337 | Displacement | ![]() | 15 | |
6583226338 | Average rate of change or average velocity | ![]() | 16 | |
6583226339 | True | ~True or False | ![]() | 17 |
6583226340 | Fundamental Theorem of Calculus | ![]() | 18 | |
6583226341 | (x')f(x) | ![]() | 19 | |
6583226342 | |velocity| | ![]() | 20 | |
6583226343 | vertical asymptote | ![]() | 21 | |
6583226344 | removable discontinuity | ![]() | 22 | |
6583226345 | slope | ![]() | 23 | |
6583226346 | concavity | ![]() | 24 | |
6583226347 | critical point | ![]() | 25 | |
6583226348 | inflection point | ![]() | 26 | |
6583226349 | nx^(n-1) | ![]() | 27 | |
6583226350 | u'v+uv' | ![]() | 28 | |
6583226351 | (u'v-v'u)/(v^2) | ![]() | 29 | |
6583226352 | e^x | ![]() | 30 | |
6583226353 | 1/x | ![]() | 31 | |
6583226354 | 1/(xlna) | ![]() | 32 | |
6583226355 | a^x∙lna | ![]() | 33 | |
6583226356 | f'(g(x))∙g'(x) | ![]() | 34 | |
6583226357 | cosx | ![]() | 35 | |
6583226358 | -sinx | ![]() | 36 | |
6583226359 | (secx)^2 | ![]() | 37 | |
6583226360 | -(cscx)^2 | ![]() | 38 | |
6583226361 | -cscxcotx | ![]() | 39 | |
6583226362 | secxtanx | ![]() | 40 | |
6583226363 | 1/[f'(f^(-1)(a))] | ![]() | 41 | |
6583226364 | u'/√(1-u^2) | ![]() | 42 | |
6583226365 | -u'/√(1-u^2) | ![]() | 43 | |
6583226366 | u'/(1+u^2) | ![]() | 44 | |
6583226367 | -u'/(1+u^2) | ![]() | 45 | |
6583226368 | u'/[|u|√(u^2-1)] | ![]() | 46 | |
6583226369 | -u'/[|u|√(u^2-1)] | ![]() | 47 | |
6583226370 | x^(n+1)/(n+1) + C | ![]() | 48 | |
6583226371 | e^u + C | ![]() | 49 | |
6583226372 | (a^u)/lna + C | ![]() | 50 | |
6583226373 | ln|u| + C | ![]() | 51 | |
6583226374 | -cosu + C | ![]() | 52 | |
6583226375 | sinu + C | ![]() | 53 | |
6583226376 | -ln|cosu| + C | ![]() | 54 | |
6583226377 | ln|sinu| + C | ![]() | 55 | |
6583226378 | ln|secu+tanu| + C | ![]() | 56 | |
6583226379 | -ln|cscu+cotu| + C | ![]() | 57 | |
6583226380 | tanu + C | ![]() | 58 | |
6583226381 | -cotu + C | ![]() | 59 | |
6583226382 | secu + C | ![]() | 60 | |
6583226383 | -cscu + C | ![]() | 61 | |
6583226384 | arcsin(u/a) + C | ![]() | 62 | |
6583226385 | (1/a)arctan(u/a) + C | ![]() | 63 | |
6583226386 | (1/a)arcsec(|u|/a) + C | ![]() | 64 |