Math 101, Section 207


Course webpage for all sections
Math 101 Piazza page
Textbook: Early Transcendentals (7th edition) by James Stewart

Meeting times:

Monday, Wednesday, Friday 16.00-17.00 in Buchanan A102

Mark breakdown

Your grade for this course will be calculated as follows: WeBWorK will be due at 21.00 on Wednesdays, starting January 14. The first midterm will be held on Friday, January 30, and the second on Friday, March 13, during the usual class time in our usual meeting room. Please let me know ASAP if you will not be able to sit either midterm.

Office hours:

My office hours for Math 101 will be held in LSK 300B at the following times:

Mondays 10.00-11.00
Wednesdays 11.30-12.30
Fridays 14.00-15.00
Lecture notes Topics Textbook section Comments

2015/01/05 Lecture One Introduction, notation, motivation 5.1
2015/01/07 Lecture Two Riemann sums, definite integrals 5.1-5.2
2015/01/09 Lecture Three Properties of integrals, the fundamental theorem of calculus 5.2-5.3

2015/01/12 Lecture Four The fundamental theorem of calculus (cont.) 5.2-5.3
2015/01/14 Lecture Five Indefinite integrals, substitution 5.4-5.5 WeBWorK 1 due
2015/01/16 Lecture Six Substitution of definite integrals, even and odd functions 5.5

2015/01/19 Lecture Seven Areas between curves 6.1
2015/01/21 Lecture Eight Volumes, revolution 6.2 WeBWorK 2 due
2015/01/23 Lecture Nine Work, average value 6.4-6.5 Link to practice midterms

2015/01/26 Lecture Ten Midterm discussion, integration by parts 7.1
2015/01/28 Lecture Eleven Integration of trigonometric functions 7.1-7.2 WeBWorK 3 due
2015/01/30 Midterm One

2015/02/02 Lecture Twelve Further trigonometric integrals, integration by trigonometric substitution 7.2-7.3 Midterm 1 solutions
2015/02/04 Lecture Thirteen Integration by trigonometric substitution (cont.), integration by partial fractions 7.3-7.4 WeBWorK 4 due
2015/02/06 Lecture Fourteen Integration by partial fractions (cont.) 7.4

2015/02/09 Family day No lecture
2015/02/11 Lecture Fifteen Finishing partial fractions, approximate integration 7.4, 7.7 WeBWorK 5 due
2015/02/13 Lecture Sixteen Approximate integration (cont.), improper integrals of the first kind 7.7-8

2015/02/16-20 Reading Week No lecture

2015/02/23 Lecture Seventeen Improper integrals of the second kind, centre of mass 7.8, 8.3
2015/02/25 Lecture Eighteen Separable differential equations 9.3 WeBWorK 6 due
2015/02/27 Lecture Nineteen Introduction to sequences 11.1

2015/03/02 Lecture Twenty Properties of sequences 11.1
2015/03/04 Lecture Twenty-One Examples of sequences, introduction to series 11.1-11.2 WeBWorK 7 due
2015/03/06 Lecture Twenty-Two Series: properties and examples 11.2 Link to practice midterms

2015/03/09 Lecture Twenty-Three The integral test 11.3
2015/03/11 Lecture Twenty-Four Estimation, the comparison test 11.4 WeBWorK 8 due
2015/03/13 Midterm two

2015/03/16 Lecture Twenty-Five Midterm discussion, the comparison test (cont.) 11.4 Midterm 2 solutions
2015/03/18 Lecture Twenty-Six Alternating series 11.5 WeBWorK 9 due
2015/03/20 Lecture Twenty-Seven Absolute and conditional convergence 11.6

2015/03/23 Lecture Twenty-Eight Power series 11.8
2015/03/25 Lecture Twenty-Nine Functions as power series 11.9 WeBWorK 10 due
2015/03/27 Lecture Thirty Taylor series 11.10

2015/03/30 Lecture Thirty-One Taylor series (cont.) 11.10 Visualizing Taylor series
2015/04/01 Lecture Thirty-Two Math is a wonderful thing! WeBWorK 11 due
2015/04/03 Good Friday No lecture

2015/04/06 Easter Monday No lecture
2015/04/08 Lecture Thirty-Three Review session 1 WeBWorK 12 due
2015/04/10 Lecture Thirty-Four Review session 2 So long, and thanks for all the fish!

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