Week 1 (Jan 21 - Jan 25)
- MLK Day (No Class)
- Introductory Day + 12.2 3D
- Planes Handout
- 11.5 Conic Sections
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- 12.6 Cylinders, Quadric Surfaces
- 12.6 again
- 14.1 functions on 3D
- 14.2 limits and cont
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- 14.3 partials
- Review
- Exam 1
- 14.6 chain rule
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Week 4 (Feb 11 - Feb 15)
- 12.1/12.2 vectors
- 12.3 dot product
- 12.3 dot product
- Planes Handout #2
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Week 5 (Feb 18 - Feb 22)
- 13.1/13.2 vector functions and their derivs
- 13.3 arc length
- 14.5 dir derivs and grads
- 14.5 dir derivs and grads
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Week 6 (Feb 25 - Mar 1)
- 14.5 / 14.6 tangent planes and differentials
- 14.6 tangent planes and differentials
- 14.6 / 14.7 extreme values and saddles
- 14.7 extreme values and saddles
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- applied optimization (handout)
- Review
- Exam 2
- applied optimization
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Week 8 (Mar 11 - Mar 15)
- 14.8 Lagrange Multipliers
- 14.8 Lagrange Multipliers
- Handout Nonuniform Density
- 15.1 / 15.2 double integrals rects and genl
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Week 9 (Mar 25 - Mar 29)
- 15.2, Area density
- 15.3 triple inegrals over cubes and general regions
- 15.3 more on triple integrals
- 11.3 Polar coordinates and graphing
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Week 10 (Apr 1 - Apr 5)
- 11.3 Polar coordinates and graphing
- 15.4 Double integrals in polar coordinates
- 15.4 cylindrical coordinates
- 15.4 spherical coordinates
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- Triple integrals in cylindrical and spherical coordinates
- Exam Review
- Exam 3
- 15.4 Triple integrals in cylindrical and spherical
coordinates
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- 16.2; Linear Density along a curve
- 12.4; geometric infinitesimal area units; Cross Product
- 16.4; Integration over surfaces
- Vector Fields, air velocity vector field
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Week 13 (Apr 22 - Apr 26)
- Vector Fields; 16.2; Flow of Vector Field along a curve
- 16.3; Fundamental Theorem of Line Ints, etc.
- 16.3; potentials, circulation
- 16.5; Flux through a surface
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Week 14 (Apr 29 - May 3)
- Flux through a surface
- 17.3; Divergence Handout
- Divergence Handout
- 17.2; Curl Handout
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Week 15 (May 6 - May 10)
- Curl Handout
- Fundamental Theorems / 14.7 / 14.8 /14.4
- Catch UP
- No Class (Reading Period)
- No Class (Reading Period)
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