Math 241
University Of Maryland - College Park
All 5 résultats
Trier par
-
Math 241 (Calc 3)
- Pack • 4 éléments • 2019
-
- €22,21
- + en savoir plus
Contains Sections 11-14
-
Section 14.1.14.9 (excluding 14.3 + 14.7)
- Notes de cours • 15 pages • 2019
-
Disponible en pack
-
- €8,97
- + en savoir plus
Section 14.1: Double Integrals. explains how to compute double integrals
Section 14.2: Double Integrals in Polar Coordinates. explains how to convert rectangular to polar and the integrate with respect to r and theta.
Section 14.4: Triple Integrals. explains how to take triple integrals.
Section 14.5: Triple Integrals in Cylindrical Coordinates. explains how to convert from rectangular to cylindrical and integrate with respect to r, theta, and z.
Section 14.6: Triple Integrals in Spherical Coord...
-
Section 12.1-12.5
- Notes de cours • 10 pages • 2019
-
Disponible en pack
-
- €7,55
- + en savoir plus
Section 12.1:Vector Value Functions are explained. Examples given 
Section 12.2: Limits and Continuity are explained, how to take a limit, and to show if it is continuous. Examples provided.
Section 12.3: Derivatives and Integrals of Vector Valued Functions. Examples provided 
Section 12.4: Types of curves, like smooth curves, piece-wise smooth curves, and how to find their arc-length. Examples provided. 
Section 12.5: Tangent and Normal Curves. How to find tangent and normal vectors and use the...
-
Section 11.1-11.6
- Notes de cours • 15 pages • 2019
-
Disponible en pack
-
- €7,08
- + en savoir plus
Section 11.1 and 11.2: explains how to calculate vector magnitudes, properties of vectors, unit vector formula, and gives plenty of examples to practice.
Section 11.3: explains the dot product, its properties, and how to compute the dot product. There are plenty of examples to work through.
Section 11.4: explains the cross product, its properties, and how to compute the cross product. There are numerous examples to practice.
Section 11.5: explains lines in space, how to find/write a line, gives ...
-
Section 13.1-13.9
- Notes de cours • 23 pages • 2019
-
Disponible en pack
-
- €8,50
- + en savoir plus
Section 13.1: Functions of Several Variables. gives worked though examples and explain contour maps and level curves.
Section 13.2: Limits and Continuity. explains limits of multi-variable functions and gives examples that have been worked through.
Section 13.3: Partial Derivatives. explains how to take partial derivatives and examples are provided with step-by-step solutions.
Section 13.4: Chain Rule of Multi-Variables. explains how to use the chain rule to take derivatives of multi-variable eq...