MTH 140
TMU
Course Overview
Lessons & Practice
I. Welcome
1. Functions and Graphs
4hr2. Limits
1.8hr2.14.1. One-sided Limits2.14.2. Limits2.14.3. Special Limits2.14.4. Limits2.14.5. Limits2.14.6. Limits2.14.7. Limits2.14.8. Limits2.14.9. Limits2.14.10. Limits: Indeterminate forms2.14.11. Limits2.14.12. IVT2.14.13. IVT2.14.14. IVT2.14.15. Fundamental Trig Limit2.14.16. Fundamental Trig Limit2.14.17. Squeeze Theorem2.14.18. Squeeze Theorem2.14.19. Squeeze Theorem2.14.20. Continuity
3. Derivatives
2.6hr3.17.1. Derivative by Definition3.17.2. Basic Derivatives3.17.3. Basic Derivatives3.17.4. Derivative by Definition3.17.5. Chain Rule3.17.6. Chain Rule3.17.7. Quotient Rule3.17.8. Quotient Rule3.17.9. Power of a Function Rule3.17.10. Implicit Differentiation3.17.11. Implicit Differentiation3.17.12. Second Derivative3.17.13. Logarithmic Differentiation3.17.14. Logarithmic Differentiation 3.17.15. Inverse Trigonometric Derivatives3.17.16. Tangent Lines3.17.17. Tangent Lines3.17.18. Horizontal Tangent Lines3.17.19. Product Rule3.17.20. Product Rule3.17.21. Product Rule3.17.22. Normal Line
4. Integration
3hr4.20.1. Antiderivatives: Indefinite Integrals4.20.2. Indefinite Integral with Trig and Inverse Trig4.20.3. Definite Integral with Trig4.20.4. Integration by Substitution4.20.5. Integration by Substitution4.20.6. Integration by Substitution4.20.7. Integration by Substitution4.20.8. Computing Integrals4.20.9. Finite Sums4.20.10. Finite Sums4.20.11. Finite Sums4.20.12. Riemann Sums4.20.13. Riemann Sums4.20.14. Riemann Sums4.20.15. Integral from Definition4.20.16. Integral from Definition4.20.17. Definite Integral4.20.18. Substitution with Definite Integral4.20.19. Integration4.20.20. Definite Integral4.20.21. FTC I4.20.22. FTC I4.20.23. FTC I
5. Applications of Differentiation
5hr5.24.1. Related Rates5.24.2. Related Rates5.24.3. Related Rates5.24.4. Linear Approximation5.24.5. Linear Approximation5.24.6. Taylor Series from Definition5.24.7. Taylor Polynomials5.24.8. Maclaurin Polynomial5.24.9. Newton's Method5.24.10. Newton's Method5.24.11. L'Hopital's Rule5.24.12. L'Hopital's Rule5.24.13. L'Hopital's Rule5.24.14. Limits5.24.15. L'Hopital's Rule5.24.16. L'Hopital's Rule5.24.17. Limits5.24.18. Limits5.24.19. Extreme Value Theorem5.24.20. Rolle's Theorem5.24.21. Rolle's Theorem5.24.22. MVT5.24.23. MVT5.24.24. MVT5.24.25. MVT5.24.26. Intervals of Increase and Decrease5.24.27. Intervals of Increase and Decrease5.24.28. Critical Points5.24.29. Critical Points5.24.30. Extrema5.24.31. Extrema5.24.32. Second Derivative Test5.24.33. Curve Sketching5.24.34. Curve Sketching5.24.35. Curve Sketching5.24.36. Optimization5.24.37. Optimization5.24.38. Optimization 5.24.39. Velocity and Acceleration5.24.40. Displacement, Velocity, & Acceleration5.24.41. Velocity and Acceleration5.24.42. Exponential growth and decay5.24.43. Exponential growth and decay5.24.44. Exponential growth and decay5.24.45. Exponential growth and decay5.24.46. Newton's Law of heating and cooling
6. Applications of Integration
1.2hr- 6.I. Chapter Intro
6.5.1. Displacement, Velocity, and Acceleration6.5.2. Position, Velocity and Acceleration 6.5.3. Position, Velocity and Acceleration 6.5.4. Average Value of a Function6.5.5. Average Value of a Function6.5.6. Average Function Value of a Function6.5.7. Area Between Curves6.5.8. Area Between Curves6.5.9. Area Between Curves6.5.10. Area Between Curves6.5.11. Volumes of Revolution, Cylindrical Shells6.5.12. Volumes of Revolution, Disc/Washer6.5.13. Volumes of Revolution, Cylindrical Shells6.5.14. Volumes of Revolution6.5.15. Surface Area6.5.16. Surface Area
Final Exam Overview
Course Notes
Wizeprep's course notes with hundreds of easy-to-understand explanations, diagrams, and practice problems.