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.
This is the final assessment for Parametric Equations and Polar Coordinates. (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:
Learn more about this course on BLENDING EDUCATION
2.1. Vectors in the Plane2.2. Vectors in Three Dimensions2.3. The Dot Product2.4. The Cross Product2.5. Equations of Lines and Planes in Space2.6. Quadric Surfaces2.7. Cylindrical and Spherical CoordinatesFinal Assessment
3.1. Vector-Valued Functions and Space Curves3.2. Calculus of Vector-Valued Functions3.3. Arc Length and Curvature3.4. Motion in SpaceFinal Assessment
4.1. Functions of Several Variables4.2. Limits and Continuity4.3. Partial Derivatives4.4. Tangent Planes and Linear Approximations4.5. The Chain Rule4.6. Directional Derivatives and the Gradient4.7. Maxima/Minima Problems4.8. Lagrange MultipliersFinal Assessment
5.1. Double Integrals over Rectangular Regions5.2. Double Integrals over General Regions5.3. Double Integrals in Polar Coordinates5.4. Triple Integrals5.5. Triple Integrals in Cylindrical and Spherical Coordinates5.6. Calculating Centers of Mass and Moments of Inertia5.7. Change of Variables in Multiple IntegralsFinal Assessment
6.1. Vector Fields6.2. Line Integrals6.3. Conservative Vector Fields6.4. Green’s Theorem6.5. Divergence and Curl6.6. Surface Integrals6.7. Stokes’ Theorem6.8. The Divergence TheoremFinal Assessment
7.1. Second-Order Linear Equations7.2. Nonhomogeneous Linear Equations7.3. Applications7.4. Series Solutions of Differential EquationsFinal Assessment
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