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MATH 265
U of C
Course Overview
Grade Boosters
Lessons & Practice
I. Welcome
1. Functions/Pre-Calculus (Review)
3hr2. 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 (Part 1)
1.3hr4. Derivatives (Part 2)
1.7hr4.8.1. Derivative by Definition4.8.2. Basic Derivatives4.8.3. Basic Derivatives4.8.4. Derivative by Definition4.8.5. Chain Rule4.8.6. Chain Rule4.8.7. Quotient Rule4.8.8. Quotient Rule4.8.9. Power of a Function Rule4.8.10. Implicit Differentiation4.8.11. Implicit Differentiation4.8.12. Second Derivative4.8.13. Logarithmic Differentiation4.8.14. Logarithmic Differentiation 4.8.15. Inverse Trigonometric Derivatives4.8.16. Tangent Lines4.8.17. Tangent Lines4.8.18. Horizontal Tangent Lines4.8.19. Product Rule4.8.20. Product Rule4.8.21. Product Rule4.8.22. Normal Line
5. Applications of Derivatives (Part 1)
41min6. Applications of Derivatives (Part 2)
39min7. Applications of Derivatives (Part 3)
2.8hr7.11.1. Related Rates7.11.2. Related Rates7.11.3. Related Rates7.11.4. Linear Approximation7.11.5. Linear Approximation7.11.6. Newton's Method7.11.7. Newton's Method7.11.8. L'Hopital's Rule7.11.9. L'Hopital's Rule7.11.10. L'Hopital's Rule7.11.11. Limits7.11.12. L'Hopital's Rule7.11.13. L'Hopital's Rule7.11.14. Limits7.11.15. Limits7.11.16. Extreme Value Theorem7.11.17. Rolle's Theorem7.11.18. Rolle's Theorem7.11.19. MVT7.11.20. MVT7.11.21. MVT7.11.22. MVT7.11.23. Intervals of Increase and Decrease7.11.24. Intervals of Increase and Decrease7.11.25. Critical Points7.11.26. Critical Points7.11.27. Extrema7.11.28. Extrema7.11.29. Second Derivative Test7.11.30. Curve Sketching7.11.31. Curve Sketching7.11.32. Curve Sketching7.11.33. Optimization7.11.34. Optimization7.11.35. Optimization
8. Towards Integral Calculus (Antiderivatives)
40min9. Integration
2.5hr9.11.1. Antiderivatives: Indefinite Integrals9.11.2. Indefinite Integral with Trig and Inverse Trig9.11.3. Definite Integral with Trig9.11.4. Integration by Substitution9.11.5. Integration by Substitution9.11.6. Integration by Substitution9.11.7. Integration by Substitution9.11.8. Computing Integrals9.11.9. Finite Sums9.11.10. Finite Sums9.11.11. Finite Sums9.11.12. Riemann Sums9.11.13. Riemann Sums9.11.14. Riemann Sums9.11.15. Integral from Definition9.11.16. Integral from Definition9.11.17. Definite Integral9.11.18. Substitution with Definite Integral9.11.19. Integration9.11.20. Definite Integral9.11.21. FTC I9.11.22. FTC I9.11.23. FTC I9.11.24. Area Between Curves9.11.25. Area Between Curves9.11.26. Area Between Curves9.11.27. Area Between Curves
MATH 265 Overview
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Welcome to MATH 265! This on-demand course was put together especially for MATH 265 at U of C. Use the video lessons and notes to understand your lecture topics better, and the practice questions to cement your knowledge. And don't hesitate to leave a question in the Q&A box under each lesson if you need additional help with anything. Happy studying!
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Corey 4.9
BS, MA Mathematics
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Test 1 - Mock Assessment
22 Questions, ~60 minutes
Test 1 - Mock Assessment
23 Questions, ~1.1 hours
Test 2 - Mock Assessment #1
22 Questions, ~1.2 hours
Test 2 - Mock Assessment #2
22 Questions, ~59 minutes
Test 3 (Final Exam) - Mock Assessment (Cumulative)
35 Questions, ~1.3 hours
Test 3 (Final Exam) - Mock Assessment (Integration Topics Only)
27 Questions, ~1.7 hours
Course Notes
Wizeprep's course notes with hundreds of easy-to-understand explanations, diagrams, and practice problems.