MATH 267
U of C
Course Overview
Grade Boosters
Lessons & Practice
I. Welcome
1. (Review): Derivatives & Integrals
60min1.1.1. Derivative Rules1.1.2. Example: Derivative Rules1.1.3. Product, Quotient, and Chain Rule1.1.4. Example: Product, Quotient, and Chain Rule1.1.5. Practice: Finding a Derivative1.1.6. Practice: Finding a Derivative1.1.7. Practice: Higher Order Derivative1.1.8. Practice: Product Rule*1.1.9. Practice: Chain Rule*
2. Integration Techniques
2.7hr2.3.1. Trigonometric Integrals2.3.2. Practice (odd power of )2.3.3. Practice (odd power of )2.3.4. Practice (even powers of & )2.3.5. Practice (even power of )2.3.6. Practice (w/ )2.3.7. Practice ( & )2.3.8. Practice (special case )2.3.9. Practice (special case )2.3.10. Reduction Formula2.3.11. Practice2.3.12. Practice
3. Applications of Integrals
53min4. Sequences and Series
2hr5. Power Series
1.4hr6. Multivariable Functions
36min7. Polar Coordinates & Curves
58min7.2.1. A note about this section7.2.2. Tangents/Derivatives of Polar Curves7.2.3. Practice (derivative)7.2.4. Practice (horizontal/vertical tangents)7.2.5. Arc Length, Area Under & Between Curves7.2.6. Practice (arc length)7.2.7. Practice (area inside curve)7.2.8. Practice (area inside curve)7.2.9. Practice (area between curves)
8. Multiple Integrals
3min
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