@MatthewSalomone
@MatthewSalomone
Matthew Salomone | 596C.C1.2 Rectangular and Polar Coordinates in the Complex Plane @MatthewSalomone | Uploaded 4 months ago | Updated 13 hours ago
0:00 Introduction
1:54 Complex Conjugate
3:02 Modulus of a Complex Number
5:10 Modulus as Distance to Zero
6:28 Polar Coordinates in the Complex Plane
7:10 Angles and Principal Arguments
596C.C1.2 Rectangular and Polar Coordinates in the Complex Plane261.10.6.2 Using the Directional Derivative Formula261.12.1.3 Gradient Vector Fields, Scalar Potential, and the Gradient Screening Test202.G2 Dimension Reduction in Finding Determinants261.12.8 Normal Vector to a Parametrized Surface261.12.2.1 Building Intuition: What is a Line Integral? Work, Wind, and Flight261.10.3.3 Computing Partial Derivatives261.11.4.4 Double Integrals can Compute Centers of Mass and Centroids202.V6 Identifying a Basis261.10.7 Optimization: Agenda for Today202.1.3.5-6 Solution Sets, Free Parameters, and Pivot Columns261.11.6 Parametrizing the Graph of a Function

596C.C1.2 Rectangular and Polar Coordinates in the Complex Plane @MatthewSalomone

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