this class

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Unit 1 134 points

Week 1

Unit 1 Pre-test 48 points

introduction to multivarivble calculus (no quiz)

week 2

visualizing scalar-valued functions 14 points

week 3

visualizing vector-valued functions 12 points

week 4

transformations 12 points

week 5

unit 1 test 48 points

unit 2 188 points

week 6

unit 2 Pre-test 30 points

partial derivatives 34 points

Gradient and directional derivitives 10 points

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week 7

Differentiating Parametric Curves 20 points

Multivariable chain rules 12 points

week 8

curvature 8 points

week 9

partial derivatives of vector-valued functions 20 points

Divergence 8 points

week 10

Curl 10 poimts

week 11

Laplican 8 points

Jacobian 8 points

week 12

unit 2 test 30 points

unit 3

week 13

unit 3 pre-test

tangent planes and local linearization 12 points

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week 14

begin quadratic approximations

week 15

finish and take quiz on quadratic approximations 25 points

week 16

begin optimizing multivariable functions

week 17

finish and take quiz on optimizing multivariable functions. 25 points

week 18-19

Lagrange multipliers and constrained optimization

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unit 4

week 20

line integrals for scalar functions

week 21

line integrals in vector fields

week 22

float week

week 23

double integrals functions

week 24

Triple integrals

Week 25

surface integrals preliminaries

week 26

surface integrals

week 27

flux in 3D

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unit 5

week 28

unit 5 pre-test

Green's Theorem

Week 29

2D Divergence theorem

week 30

Stokes Theorem

week 31

3D Divergence theorem

week 32

proof of stokes theorm

week 33

types of regions in three dimensions

week 34

Divergence theorem proof

Week 35-37

Make final