Scott Rodney
Professor of Mathematics, Cape Breton University
Adjunct Professor of Mathematics, McMaster University

Math1206 Differential & Integral Calculus II

General Information

Instructor: Dr. S. Rodney, A-129-D, scott_rodney@cbu.ca

Where and When:
Lecture: Monday 410-525PM and Wednesday 410-525PM in A-228
Lab: See your schedue since there are multiple sections.

Office Hours: Mondays and Thursdays 1-3pm. -- Also available by apppointment - send me an email!

Text: CLP-2 Integral Calculus - Joel Feldman, Andrew Rechnitzer, Elyse Yeager (UBC).

Outlines & Syllabus

Outlines (Read This):
Course Outline
Syllabus
Topic Chapter
Limits Chapter 1.1-1.5 The Definite Integral and the Fundamental Theorem of Calculus
Chapter 3 Sequences, series, and Taylor series
Chapter 1.6-1.12 Techniques of Integration
Chapter 2.1,2.2 Work, Averages of Functions, and Arclength

Grading Scheme and General Assessment

In this course you will be evaluated using homework for practice, 2 class tests, a final exam, and evaluations in your lab section. The percentage breakdown of each of these is in the table below.

Lab 15%
Homework 5%
2 in Class Tests 35% (25 for the best score, 10 for the other)
Final Exam 45%

Suggested Problems and Lab Information

Questions Comments/Solutions
Remember that office hours are Mondays and Thursdays from 1-3pm.
The Final Exam: Will be written in the fieldhouse (gym) on April 20 from 2pm-5pm. Please try to arrive 5-10 minutes early and you may want to browse CBU's exam policy on the website here. This test covers all materials discussed. Please see material below from test 1 and test 2, and note the content additions: numerical integration (midpoint rule and Simpson's rule) and error estimation, and the average value of a function.

The formula sheet for the final exam here.

Practice Test with solutions (from our review lecture) here.

Another Practice Test (no solution yet) here.

Remember to bring a pen, pencil, eraser, and stadard calculator. Special office hours from 1-3pm on Tuesday the 14th and Friday the 17th.

GOOD LUCK!

Homework #1: Solution HERE
Homework #2: Solution HERE
Homework #3: Solution HERE.
Homework #4: Solution HERE.
!!!TEST#1 TEST #1 TEST #1!!! will be during your lab the week following reading week! Material covered includes homeworks 1,2,3,4 and text sections 1.1, 1.2, 1.3, 1.4, 1.5 (only the area under a non-negative function), 1.7, 1.12, 3.1, 3.2, 3.3. Guidance can be found during office hours, homework problems, in text sections, in the CLP-2 problem book, and the mock test I will post for reading week. There will be a formula sheet - you will see its contents on the mock exam.

Practice Test HERE Small Typos: #2 The interval in part (b) should be [0,2]. #4(a) the integral should be from 1 to infinity. Solutions HERE.

Formula Sheet HERE

Supplemental Material for series representations of functions to help guide you through the lecture following the Snow Day on Feb 23. Click HERE.
Homework #5 solution
Homework #6 solution
Homework #7 solution
Test #2 Test #2 Test#2!!! will be during your lab on April 1. Material covered included homeworks 4,5,6,7 and text sections 1.5 (Area Between Curves), 1.6 (Volumes), 1.8 (Trigonometric Intergrals), 1.9 (Trigonometric Substiution), 1.10 (Partial Fractions), we also covered surface area of solids of revolution and arclength. Guidance can be found during office hours and by practicing your homework, using the textbook for problems, looking at the formula sheet just below and also practicing the sample test. Don't forget about your bonus problem! Sample Test here.

The formula sheet is

here.

Sample Test 2 Solution Here.