Calendar
Note: This calendar is subject to revision during the term.
Week  Monday  Tuesday  Wednesday  Thursday  Friday 

1  Jun 27: Review Syllabus 1.1: Vectors, Lines 1.2: Length, Inner Product 
Jun 28: Discussion Quiz 1 
Jun 29: 1.2: Cauchy Schwarz, Triangle Inequality, Orthogonal Projection 1.3: Determinants, Cross Product, Plane Equation 
Jun 30: Discussion

Jul 1: Homework 1 Due 5:00pm 2.1 Level sets, Sections 2.2 Limits and Continuity 
2  Jul 4: Holiday, no classes. 
Jul 5: Discussion
Quiz 2 
Jul 6: 2.3 Partial Derivatives, Linear Approximations, Gradient 2.4 Paths and Curves 2.5 Properties of Derivatives 
Jul 7: Discussion

Jul 8: Midterm 1
2.5 Chain Rule Homework 2 Due 5:00pm 2.6 Directional Derivatives 
3  Jul 11: 3.1 Mixed Partials 3.2 Taylor's Theorem (Not tested) 3.3 Extrema in the plane 
Jul 12: Discussion
Quiz 3 
Jul 13: 3.3 Extrema in bounded regions 3.4 Lagrange Multipliers 
Jul 14: Discussion

Jul 15: Homework 3 Due 5:00pm 4.1 Acceleration 4.2 Arc Length 
4  Jul 18: 5.1 Introduction to Double Integrals 5.2 More Double Integrals on Rectangles 
Jul 19: Discussion
Quiz 4 
Jul 20: Homework 4 Due 5:00pm Review of usubstitution Review for Midterm 
Jul 21: Discussion

Jul 22: Midterm 2

5  Jul 25: 5.3 Double Integral Over More General Regions 5.4 Changing the Order of Integration 
Jul 26: Discussion Quiz 5 
Jul 27: 5.5 The Triple Integral 
Jul 28: Discussion

Jul 29: Homework 5 Due 5:00pm Review of Everything 
The final exam will take place Saturday July 30 from 3:00pm  5:59pm.