MA 213 Honors Spring 2014 Calendar of Events

 

Lecture

Recitation

Class activity

Due Dates

Textbook Sections

Week 1

Wed, 15-Jan

Vectors, parametric eqn of lines in R2 & R3

 

Rogawski: 12.1 & 12.2

Thurs, 16-Jan

Worksheet #1:  Vectors, parametric eqns

 

 

Fri, 17-Jan

Dot product, Law of Cosines

WW 01

Rogawski: 12.3

Week 2

Mon, 20-Jan

Martin Luther King Day

 

 

Tues, 21-Jan

Worksheet #2:  Dot products

 

 

Wed, 22-Jan

Matrices and determinants

 

Handout

Thurs, 23-Jan

Worksheet #3: Cross products

WW 02

 

Fri, 24-Jan

Cross product, planes in R3

 

Rogawski: 12.4 & 12.5

Week 3

Mon, 27-Jan

Quadric surfaces

 

Rogawski: 12.6

Tues, 28-Jan

Worksheet #4:  Planes in R3

 

 

Wed, 29-Jan

Cylindrical & Spherical Coordinates

 

Rogawski: 12.7

Thurs, 30-Jan

Worksheet #5:  Cylindrical & spherical

WW 03

 

Fri, 31-Jan

Plane curves & space curves

 

Rogawski: 13.1

Week 4

Mon, 03-Feb

The derivative as tangent vector

 

Rogawski: 13.2

Tues, 04-Feb

Worksheet #6: Tangent vectors to curves

 

 

Wed, 05-Feb

Arc length and speed

 

Rogawski: 13.3

Thurs, 06-Feb

Worksheet #7:  Arc length and speed

WW 04

 

Fri, 07-Feb

Parameterization by arc length

 

Handout

Week 5

Mon, 10-Feb

Review for Exam 01

 

 

Tues, 11-Feb

Review

 

 

*****     Tues, 11-Feb, Exam 01 (5:00 – 7:00 PM)  TBA     *****

Wed, 12-Feb

Curvature and torsion

 

Handout

Thurs, 13-Feb

Worksheet #8:  Curvature & torsion

WW 05

 

Fri, 14-Feb

Level curves & contour maps

 

Rogawski: 14.1

Week 6

Mon, 17-Feb

Limits & continuity

 

Rogawski: 14.2

Tues, 18-Feb

Worksheet #5: Limits

 

 

Wed, 19-Feb

NO CLASS

 

 

Thurs, 20-Feb

NO CLASS

 

 

Fri, 21-Feb

NO CLASS

 

 

Week 7

Mon, 24-Feb

NO CLASS

 

 

Tues, 25-Feb

NO CLASS

 

 

Wed, 26-Feb

Partial derivatives

 

Rogawski: 14.3

Thurs, 27-Feb

Worksheet #06: Partial derivatives

 

 

Fri, 28-Feb

Differentiability and tangent plane

WW 06

Rogawski: 14.4

Week 8

Mon, 03-Mar

Gradient, directional derivative

 

Rogawski: 14.5

Tues, 04-Mar

Worksheet #07:  Gradient & dir. derive.

 

 

Wed, 05-Mar

Chain Rule

 

Rogawski: 14.6

Thurs, 06-Mar

Worksheet #08: Chain Rule

 

 

Fri, 07-Mar

Optimization

WW 07

Rogawski 14.7

Week 9

Mon, 10-Mar

Review for Exam 02

 

 

Tues, 11-Mar

Review

 

 

*****     Tues, 11-Mar, Exam 02 (5:00 – 7:00 PM)  TBA     *****

Wed, 12-Mar

Constrained extrema

 

Rogawski: 14.8

Thurs, 13-Mar

Worksheet #09: Optimization

 

 

Fri, 14-Mar

Implicit Function Theorem

WW 08

Handout

 

Mon, 17-Mar

*****     SEMESTER BREAK     *****

Tues, 18-Mar

Wed, 19-Mar

Thurs, 20-Mar

Fri, 21-Mar

Week 11

Mon, 24-Mar

Double integrals

 

 Rogawski: 15.1 & 15.2

Tues, 25-Mar

Worksheet #10: Double integrals

 

 

Wed, 26-Mar

Triple integrals

 

Rogawski: 15.3

Thurs, 27-Mar

Worksheet #11: Triple integrals

 

 

Fri, 28-Mar

Integration in other coordinate systems

WW 09

 Rogawski: 15.4

 

Week 12

Mon, 31-Mar

Applications

 

 

Tues, 01-Apr

Worksheet #12: More integration

 

 

Wed, 02-Apr

Change of variables, Jacobian

 

 Rogawski: 15.6

Thurs, 03-Apr

Worksheet #13: Jacobian

 

 

Fri, 04-Apr

Vector fields

WW 10

 Rogawski: 16.1

Week 13

Mon,07-Apr

Path integrals

 

 Rogawski: 16.2

Tues, 08-Apr

Worksheet #14: Path integrals

 

 

Wed, 09-Apr

Line integrals

 

 Rogawski: 16.2

Thurs, 10-Apr

Worksheet #15: Line integrals

 

 

Fri, 11-Apr

Parameterized surfaces

WW 11

 Rogawski: 16.4

Week 14

Mon, 14-Apr

Review for Exam 03

 

 

Tues, 15-Apr

Review

 

 

*****     Tues, 15-Apr, Exam 3 (5:00 – 7:00 PM )  TBA     *****

Wed, 16-Apr

Surface integrals of vector fields

 

Rogawski: 16.5

Thurs, 17-Apr

Worksheet #16:  Parameterized surfaces

 

 

Fri, 18-Apr

Flux and magnetic fields

WW 12

Handout

Week 15

Mon,21-Apr

Green’s Theorem

 

Rogawski: 17.1

Tues, 22-Apr

Worksheet #17: Green’s Theorem

 

 

Wed, 23-Apr

Div, grad, curl and all that

WW 13

Hand out

Thurs, 24-Apr

Worksheet #18: Div, grad, curl

 

 

Fri, 25-Apr

Gauss’ divergence theorem

 

Rogawski: 17.3

Week 16

Mon, 28-Apr

Stokes’ theorem

 

Rogawski: 17.2

Tues, 29-Apr

Worksheet #19: Divergence & Stokes’ thms

WW 14

 

Wed, 30-Apr

Stokes’ theorem

 

Rogawski: 17.2

Thurs, 01-May

Worksheet #20: Review

 

 

Fri, 02-May

Review for Exam 04

WW 15

 

 

*****     Mon, 05-May, Exam 4 (8:30 – 10:30 PM)  TBA     *****