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Multivariable Calculus 2024-2025

Schedule


30 April Wednesday Graduation! First day: 9:00 am, NC 12	Video homework problems Math-dō Wandering the landscape Chapter 9 - VECTORS and ANALYTIC GEOMETRY - Learning objectives Multi-variable functions, 3-D coordinates, distance [9.1]
1 May Thursday	MV functions: domains and traces / contours [9.1] Vectors [9.2] Dot product (scalar product) [9.3]
2 May Friday Lab 01	Cross product (vector product) [9.4] Lines [9.5] Notability
5 May Monday	Planes [9.5] Vector functions and parametric plotting [9.6] Derivatives and integrals of vector functions [9.7]
6 May Tuesday	Arc length [09.8] Curvature [09.8] Chapter 10 - DERIVATIVES - Learning objectives
7 May Wednesday	Limits and Continuity [10.1] Partial derivatives [10.2] 2nd order partial derivatives [10.3] Tangent planes and differentials [10.4]
8 May Thursday Lab 02 Test 1	Clairaut and cross derivatives [10.3] Chain rule [10.5] Gradient and directional derivatives [10.6] Test 1
9 May Friday	Optimization [10.7] Chapter 11 - INTEGRATION - Learning objectives Double integrals over rectangular areas [11.1] Check-In survey
12 May Monday	Iterated integrals [11.2] Area between curves [11.2+]
13 May Tuesday	Double integrals - general regions [11.3] Polar Integrals [11.5]
14 May Wednesday Test 2	Cylindrical and Spherical Coordinates [11.8]
15 May Thursday	Triple Integrals [11.7] and Volumes Triples...in cylindrical and spherical coordinates [11.8+]
16 May Friday Lab 03	Vector Fields [6.A] Gradient Fields [6.B] Landscapes and gradient fields [6.C] Scalar Line Integrals [6.D] Chapter 6 - VECTOR CALCULUS - Learning objectives
19 May Monday Lab 05	Vector Line Integrals [6.E] Fundamental Theorem: Conservative Vector Fields [6.F]
20 May Tuesday Lab 06	Div, Grad, Curl [6.G] Line Integrals SUMMARY
21 May Wednesday Test 3 Please fill out a course evaluation (before Wed, midnight).

schedule