Difference between revisions of "Math 313 2017XD Course Materials"
From Sean_Carver
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| − | + | Material To Review for Practice Quiz: | |
| + | |||
| + | * Magnitude of Vectors (Geometric and Algebraic) | ||
| + | * Sums and Differences of Vectors (Geometric and Algebraic) | ||
| + | * Scalar Multiple of Vector (Geometric and Algebraic) | ||
| + | * Zero Vector | ||
| + | * Linear Combination of Vectors | ||
| + | * Unit Vector in Direction of v | ||
| + | * Triangle Inequality | ||
| + | * Equation of a Line in 3-Space | ||
| + | * Dot Product | ||
| + | * Cross Product | ||
| + | * Geometric Properties of Cross Product | ||
| + | * Equation of a Plane with Normal Vector n, through Point P | ||
| + | * Vector Valued Functions | ||
| + | * Derivatives of Vector Valued Functions (Sums, Constant Multiples, Product & Chain Rule) | ||
| + | * Derivatives of Dot and Cross Products of Vector Valued Functions | ||
| + | * Vector-Valued Integration (Definite and Indefinite) | ||
| + | * Finding Level Curves of a Function Of Two Variables | ||
| + | * Interpreting a Contour Map | ||
| + | * Average Rate of Change from P to Q on the Graph of a Function of Two Variables | ||
| + | * Limits and Continuity of Functions of Two Variables | ||
| + | * Compute Partial Derivatives of Functions of Several Variables | ||
Latest revision as of 19:02, 20 July 2017
Material To Review for Practice Quiz:
- Magnitude of Vectors (Geometric and Algebraic)
- Sums and Differences of Vectors (Geometric and Algebraic)
- Scalar Multiple of Vector (Geometric and Algebraic)
- Zero Vector
- Linear Combination of Vectors
- Unit Vector in Direction of v
- Triangle Inequality
- Equation of a Line in 3-Space
- Dot Product
- Cross Product
- Geometric Properties of Cross Product
- Equation of a Plane with Normal Vector n, through Point P
- Vector Valued Functions
- Derivatives of Vector Valued Functions (Sums, Constant Multiples, Product & Chain Rule)
- Derivatives of Dot and Cross Products of Vector Valued Functions
- Vector-Valued Integration (Definite and Indefinite)
- Finding Level Curves of a Function Of Two Variables
- Interpreting a Contour Map
- Average Rate of Change from P to Q on the Graph of a Function of Two Variables
- Limits and Continuity of Functions of Two Variables
- Compute Partial Derivatives of Functions of Several Variables
