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Calculus 1 Final Exam Review - Multiple Choice & Free Response Problems

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Dec 04, 2018

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Calculus 1 Final Exam Review - Multiple Choice & Free Response Problems
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Description

This calculus 1 final exam review contains 40 multiple choice and free response problems covering topics such as limits, continuity, derivatives, and integration as well as the application of those topics.

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Here is a list of topics:
1. # - Evaluating Limits By Factoring
2. # - Derivatives of Rational Functions & Radical Functions
3. # - Continuity and Piecewise Functions
4. # - Using The Product Rule - Derivatives of Exponential Functions & Logarithmic Functions
5. # - Antiderivatives
6. # - Tangent Line Equation With Implicit Differentiation
7. # - Limits of Trigonometric Functions
8. # - Integration Using U-Substitution
9. # - Related Rates Problem With Water Flowing Into Cylinder
10. # - Increasing and Decreasing Functions
11. # - Local Maximum and Minimum Values
12. # - Average Value of Functions
13. # - Derivatives Using The Chain Rule
14. # - Limits of Rational Functions
15. # - Concavity and Inflection Points
16. # - Logarithmic Differentiation
17. # - Average Rate of Change
18. # - Limits of Radical Functions
19. # - Fundamental Theorem of Calculus
20. # - Finding Area Between Curves Using Definite Integral
21. # - Finding Volume Using The Washer Method
22. # - Finding The Volume Using The Shell Method
23. # - Special Limits of Trigonometric Functions
24. # - Triple Product Rule For Derivatives
25. # - Limits of Exponential Functions & Lhopital's rule
26. # - Quotient Rule For Derivatives
27. # - Rolle's Theorem
28. # - Estimating Function Values - Linear Approximation
29. # - Mean Value Theorem
30. # - Limits of Absolute Value Functions
31. # - Maximum Height and Velocity Word Problem
32. # - Position, Velocity, and Acceleration Word Problem
33. # - Integration By Parts
34. # - Derivatives of Composite Functions Using Table
35. # - Net Change Theorem & Accumulation
36. # - Properties of Definite Integrals
37. # - Evaluating Limits & Continuity Using a Graph
38. # - Evaluating Definite Integrals Using Geometry
39. # - Riemann Sums - Midpoint Rule
40. # - Optimization Problem - Fencing Along a River

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