## Test your basic knowledge |

# AP Calculus Bc

**Instructions:**

- Answer 50 questions in 15 minutes.
- If you are not ready to take this test, you can study here.
- Match each statement with the correct term.
- Don't refresh. All questions and answers are randomly picked and ordered every time you load a test.

This is a study tool. The 3 wrong answers for each question are randomly chosen from answers to other questions. So, you might find at times the answers obvious, but you will see it re-enforces your understanding as you take the test each time.

**1. right riemann sum**

**2. Converges absolutely**

**3. y = tan(x) - y' =**

**4. dP/dt = kP(M - P)**

**5. Chain Rule**

**6. Eatio test**

**7. y = ln(x)/x - state rule used to find derivative**

**8. If f '(x) = 0 and f'(x) > 0 -...**

**9. methods of integration**

**10. Limit comparison test**

**11. ? u dv =**

**12. Length of curve**

**13. nth term test**

**14. Given v(t) find displacement**

**15. Area inside polar curve**

**16. left riemann sum**

**17. Second derivative of parametrically defined curve**

**18. Average Rate of Change**

**19. area below x-axis is...**

**20. Find radius of convergence**

**21. To find particular solution to differential equation - dy/dx = x/y...**

**22. When f '(x) changes from increasing to decreasing or decreasing to increasing - f(x) has a...**

**23. Alternate definition of derivative**

**24. y = cos?(x) - y' =**

**25. y = a^x - y' = y' =**

**26. area above x-axis is...**

**27. indefinite integral**

**28. average value of f(x)**

**29. Instantenous Rate of Change**

**30. y = cot?(x) - y' =**

**31. y = cos(x) - y' =**

**32. y = csc(x) - y' =**

**33. Area between two curves**

**34. y = ln(x) - y' =**

**35. Volume of solid with base in the plane and given cross-section**

**36. When f '(x) is decreasing - f(x) is...**

**37. Particle is moving to the left/down**

**38. Product Rule**

**39. slope of horizontal line**

**40. y = sec(x) - y' =**

**41. To draw a slope field - plug (x -y) coordinates into differential equation...**

**42. p-series test**

**43. When f '(x) changes fro positive to negative - f(x) has a...**

**44. definite integral**

**45. Taylor series**

**46. Find interval of convergence**

**47. Alternating series tes**

**48. When f '(x) changes from negative to positive - f(x) has a...**

**49. When f '(x) is increasing - f(x) is...**

**50. trapezoidal rule**