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MATH 53: Multivariable Calculus →0/12
1

Curves in 2D and 3D Spaces

1:19:50
2

Tangent Lines for Parametric Curves

1:19:27
3

Arc Length for Parametric Curves, and Polar Coordinates

1:19:04
4

Polar Coordinates & Vector Algebra

1:16:59
5

Lines and Planes in ℝ³

1:20:51
6

Parametric Curves in ℝ³

1:21:03
7

Limits in Multivariable Calculus

1:18:28
8

Partial Derivatives

1:19:29
9

Differentials in Multivariable Calculus

1:19:36
10

Review for Midterm Exam 1

1:18:15
11

Directional Derivatives

1:20:24
12

Maximum and Minimum Functions of Several Variables

1:18:49

Arc Length for Parametric Curves, and Polar Coordinates

Edward FrenkelUC Berkeley

Professor of Mathematics

1:19:04·2017·undergraduate level

This lecture extends the analysis of parametric curves by deriving formulas for arc length and introduces the utility of polar coordinate systems in multivariable calculus.

MathematicsCalculus & AnalysisMultivariable CalculusArc LengthParametric Equations
Referenced inHacker News
Previous · Lecture 2

Tangent Lines for Parametric Curves

Next · Lecture 4

Polar Coordinates & Vector Algebra

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