The Trial Blending Space is for evaluation purposes only.
This comprehensive course contains 7 sections with 50 self-grading lessons, including final assessments. The first section is available to try for free.
1.3. The Fundamental Theorem of Calculus1.4. Integration Formulas and the Net Change Theorem1.5. Substitution1.6. Integrals Involving Exponential and Logarithmic Functions1.7. Integrals Resulting in Inverse Trigonometric Functions
This is the final assessment for Integration. (Available when you subscribe.)
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The full course includes all 50 lessons, including 7 Final Assessments with Instructor Answer Keys.
Subscribe to unlock the rest of this course in the Blending Space: The Blending Space is your own exclusive teaching space where you can blend all of your resources with a ready-to-use comprehensive course. Use your course right away, or customize it to your needs.
The Blending Space features:
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2.1. Areas between Curves2.2. Determining Volumes by Slicing2.3. Volumes of Revolution: Cylindrical Shells2.4. Arc Length of a Curve and Surface Area2.5. Physical Applications2.6. Moments and Centers of Mass2.7. Integrals, Exponential Functions, and Logarithms2.8. Exponential Growth and Decay2.9. Calculus of the Hyperbolic FunctionsFinal Assessment
3.1. Integration by Parts3.2. Trigonometric Integrals3.3. Trigonometric Substitution3.4. Partial Fractions3.5. Other Strategies for Integration3.6. Numerical Integration3.7. Improper IntegralsFinal Assessment
4.1. Basics of Differential Equations4.2. Direction Fields and Numerical Methods4.3. Separable Equations4.4. The Logistic Equation4.5. First-order Linear EquationsFinal Assessment
5.1. Sequences5.2. Infinite Series5.3. The Divergence and Integral Tests5.4. Comparison Tests5.5. Alternating Series5.6. Ratio and Root TestsFinal Assessment
6.1. Power Series and Functions6.2. Properties of Power Series6.3. Taylor and Maclaurin Series6.4. Working with Taylor SeriesFinal Assessment
7.1. Parametric Equations7.2. Calculus of Parametric Curves7.3. Polar Coordinates7.4. Area and Arc Length in Polar Coordinates7.5. Conic SectionsFinal Assessment
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