MAT 266
ASU
Course Overview
Lessons & Practice
I. Welcome
1. Review: Antiderivatives [4.7]
40min2. Review: Definite and Indefinite Integrals [5.1-5.4]
1.5hr3. Substitution, Integration by Parts [5.5, 6.1]
39min4. Trig Integrals & Substitution [6.2]
1.1hr4.1.1. Trigonometric Integrals4.1.2. Practice (odd power of )4.1.3. Practice (odd power of )4.1.4. Practice (even powers of & )4.1.5. Practice (even power of )4.1.6. Practice (w/ )4.1.7. Practice ( & )4.1.8. Practice (special case )4.1.9. Practice (special case )4.1.10. Reduction Formula4.1.11. Practice4.1.12. Practice
5. Partial Fractions [ 6.3]
24min6. Summary: All Integration Techniques [5.5, 6.1-6.3]
37min7. Numerical Integration, Improper Integrals [6.5-6.6]
38min8. Area Between Curves [7.1]
15min9. Volumes (Slicking, Disks, Washers, Shells) [7.2-7.3]
28min10. Arc Length, Work [7.4, 7.6]
37min11. Sequences, Series [8.1, 8.2]
39min12. Convergence Tests [8.3-8.4]
1.3hr13. Power Series, Rep. Functions as Power Series, Taylor & Maclaurin Series [8.5-8.7]
1.4hr13.2.1. Representing Functions as Power Series13.2.2. Practice13.2.3. Practice13.2.4. Practice (w/ partial fractions)13.2.5. Differentiation and Integration of Power Series13.2.6. Practice (differentiating power series)13.2.7. Practice (integrating power series)13.2.8. Practice (integrating power series*)
14. Parametric & Polar Curves [9.1-9.4]
1.8hr14.2.1. Tangents/Derivatives of Parametric Curves14.2.2. Practice (derivatives)14.2.3. Practice (horizontal/vertical tangents)14.2.4. Practice (horizontal/vertical tangents*)14.2.5. Arc Length, Area, and Surface Area14.2.6. Practice (arc length)14.2.7. Practice (area)14.2.8. Practice (surface area)14.2.9. Practice (surface area)
14.4.1. Tangents/Derivatives of Polar Curves14.4.2. Practice (derivative)14.4.3. Practice (horizontal/vertical tangents)14.4.4. Arc Length, Area Under & Between Curves14.4.5. Practice (arc length)14.4.6. Practice (area inside curve)14.4.7. Practice (area inside curve)14.4.8. Practice (area between curves)
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