AP Calc x2 trig Flashcards
AP Calc x2 trig
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| 222147462 | ∫tan²x dx | tanx-x+c | 0 | |
| 222147463 | ∫sec²x dx | tanx+c | 1 | |
| 222147464 | ∫cscx dx | ln |cscx + cotx|+c | 2 | |
| 222147465 | ∫csc²x dx | -cotx+c | 3 | |
| 222147466 | ∫secx dx | ln |secx + tanx|+c | 4 | |
| 222147467 | ∫secx tanx dx | secx+c | 5 | |
| 222147468 | ∫tanx dx | -ln |cosx|+c | 6 | |
| 222147469 | ∫cscx cotx dx | -cscx+c | 7 | |
| 222147470 | ∫cotx dx | ln |sinx|+c | 8 | |
| 222147471 | d/dx sin⁻¹x | 1/√(1-x²) | 9 | |
| 222147472 | d/dx sinx | cosx | 10 | |
| 222147473 | d/dx cosx | -sinx | 11 | |
| 222147474 | d/dx tanx | sec²x | 12 | |
| 222147475 | d/dx cotx | -csc²x | 13 | |
| 222147476 | d/dx secx | secx tanx | 14 | |
| 222147477 | d/dx cscx | -cscx cotx | 15 | |
| 222147478 | d/dx tan⁻¹x | 1/(1+x²) | 16 | |
| 222147479 | cos2x | 2cos²x -1 | 17 | |
| 222147480 | cos²x | (1+cos2x)/2 | 18 | |
| 222147481 | cos²∂ | (1+cos2∂)/2 | 19 | |
| 222147482 | sin²∂ | (1-cos2∂)/2 | 20 | |
| 222147483 | sin(A+B) | sinAcosB+cosAsinB | 21 | |
| 222147484 | cos(A+B) | cosAcosB-sinAsinB | 22 | |
| 222147485 | ∫du/(a²+u²) | (1/a)tan⁻¹(u/a)+C | 23 | |
| 222147486 | ∫du/√(a²-u²) | sin⁻¹(u/a)+C | 24 | |
| 222147487 | ∫du/(u√(u²-a²)) | (1/a)sec⁻¹(|u|/a)+C | 25 | |
| 222147488 | Tan(-θ)= | -Tan(θ) | 26 | |
| 222147489 | Cos(π/2-θ)= | Sin(θ) | 27 | |
| 222147490 | Sin(π/2-θ)= | Cos(θ) | 28 | |
| 222147491 | Tan(π/2-θ)= | 1/Tan(θ) | 29 | |
| 222147492 | Cos(θ+2π)= | Cos(θ) | 30 | |
| 222147493 | Sin(θ+2π)= | Sin(θ) | 31 | |
| 222147494 | Tan(θ+2π)= | Tan(θ) | 32 | |
| 222147495 | Cos(θ+π)= | -Cos(θ) | 33 | |
| 222147496 | Sin(θ+π)= | -Sin(θ) | 34 | |
| 222147497 | Tan(θ+π)= | Tan(θ) | 35 | |
| 222147498 | d/dx sinx | cosx | 36 | |
| 222147499 | d/dx cosx | -sinx | 37 | |
| 222147500 | d/dx tanx | sec^2x | 38 | |
| 222147501 | d/dx csc x | -cscxcotx | 39 | |
| 222147502 | d/dx cotx | -csc^2x | 40 | |
| 222147503 | Sin^2x + cos^2x | 1 | 41 | |
| 222147504 | tan^2x + 1 | sec^2x | 42 | |
| 222147505 | cot^2x + 1 | csc^2x | 43 | |
| 222147506 | sin2x | 2sinxcosx | 44 | |
| 222147507 | 2cos^2x-1 | cos2x | 45 | |
| 222147508 | 1-2sin^2x | cos2x | 46 | |
| 222147509 | cos^2x-sin^2x | cos2x | 47 | |
| 222147510 | d/dx sec | secxtanx | 48 | |
| 222147511 | sin² θ+cos² θ | 1 | 49 | |
| 222147512 | 1+tan² θ | sec² θ | 50 | |
| 222147513 | 1+cot² θ | csc² θ | 51 | |
| 222147514 | sin 2θ | 2 sin θ cos θ | 52 | |
| 222147515 | cos 2θ | cos² θ-sin² θ | 53 | |
| 222147516 | tan 2θ | (2 tan θ)/(1- tan² θ) | 54 | |
| 222147517 | COS(X + Y) | COS(X)COS(Y) - SIN(X)SIN(Y) | 55 | |
| 222147518 | SIN(X + Y) | SIN(X)COS(Y) + COS(X)SIN(Y) | 56 | |
| 222147519 | COS(X - Y) | COS(X)COS(Y) + SIN(X)SIN(Y) | 57 | |
| 222147520 | SIN(X - Y) | SIN(X)COS(Y) - COS(X)SIN(Y) | 58 | |
| 222147521 | SIN(2X) | 2SIN(X)COS(X) | 59 | |
| 222147522 | COS(2X) | (COS(X))^2 - (SIN(X))^2 | 60 | |
| 222147523 | COS(2X) | 2(COS(X))^2 - 1 | 61 | |
| 222147524 | COS(2X) | 1 - 2(SIN(X))^2 | 62 | |
| 222147525 | COS(X/2) | +/-Sqrt(1+COSX/2) | 63 | |
| 222147526 | SIN(X/2) | +/-Sqrt(1-COSX/2) | 64 |