MATH 101
U of A
Course Overview
Lessons & Practice
I. Welcome
1. (Review): Derivatives & Integrals
1.4hr1.1.1. 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. Differential Equations
1.3hr3. Applications of Integrals
1hr4. Integration Techniques
2.4hr4.2.1. Trigonometric Integrals4.2.2. Practice (odd power of )4.2.3. Practice (odd power of )4.2.4. Practice (even powers of & )4.2.5. Practice (even power of )4.2.6. Practice (w/ )4.2.7. Practice ( & )4.2.8. Practice (special case )4.2.9. Practice (special case )4.2.10. Reduction Formula4.2.11. Practice4.2.12. Practice
5. Improper Integrals
40min6. Sequences and Series
2hr7. Power Series
1.4hr7.3.1. Taylor and Maclaurin Series7.3.2. Practice (Taylor series)7.3.3. Common Maclaurin Series (Memorize!)*7.3.4. Practice (Maclaurin series)7.3.5. Practice (Maclaurin series)7.3.6. Practice (Maclaurin series of an integral)7.3.7. Practice (evaluating a series*)7.3.8. Binomial Series7.3.9. Binomial Series Example
8. Parametric & Polar Curves
1.8hr8.2.1. Tangents/Derivatives of Parametric Curves8.2.2. Practice (derivatives)8.2.3. Practice (horizontal/vertical tangents)8.2.4. Practice (horizontal/vertical tangents*)8.2.5. Arc Length, Area, and Surface Area8.2.6. Practice (arc length)8.2.7. Practice (area)8.2.8. Practice (surface area)8.2.9. Practice (surface area)
9. Vector Functions
55minME.1 Midterm Exam - Mock Assessment
Included in Wizeprep Plus
Midterm Exam - Mock Assessment
This mock exam has 18 questions
You must answer all questions before submitting the quiz
Timer
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