We meet Wednesdays at 8:00am and Fridays at 10:00am in room G2035 on the Surrey campus.
| Instructor: | Michael Nyenhuis |
| Office: | D343 |
| Office Phone: | 599-2205 |
| Voice Mail: | (599-2222) 9033 |
| Office Hours: | Monday: 4:00-4:30, Tuesday: 6:30-7:00, Wednesday: 10:00-10:30, 4:00-4:30, Thursday: 4:00-4:30, 6:00-6:30, Friday: 12:00-12:30, 4:00-4:30, or by appointment |
| E-Mail: | michaeln@kwantlen.bc.ca |
| Web Page: | https://www.angelfire.com/bc/nyenhuis |
If you need to get a hold of me, the best method is to leave an e-mail message. I check these at least daily, and will usually respond promptly. I check voice-mail regularly, but I tend to get lax during busy times. Should you want to see me personally, I have office hours, alternatively an appointment can be made.
| Text | Intermediate Algebra with Applications, Fourth Edition, by Aufmann, Barker and Lockwood |
| Calculator | A standard scientific calculator, with sin, cos, tan, ln and e are is required. Programmable and graphing calculators are not allowed on quizzes, tests or final exams. |
Students will learn algebraic concepts and methods, and to use them in problem solving. They will be introduced to trigonometry, exponentials, logarithms and functions.
Math 0092 or ACPM 0072 or Math 12 (P or better) or Foundations of Mathematics 11 (C or better) or Applications of Mathematics 11 (C or better) or Math Placement Test. Students who have not taken math in the last two years are strongly advised to write the Math Placement Test.
Like all math courses, it takes a lot of time and effort on your part to learn the material for this course. Expect and plan to spend about 12 hours per week on this course.
There will be four 20-30 minute quizzes worth a total of 30% of the final grade, two one-hour-and-fifty minute midterms worth 20% each and a final exam worth 30% of the final grade. The quizzes will on Septemer 15, 29, October 27 and November 10. The midterms will be on October 13 and November 24. There will be no homework, though problems to work on will be suggested. Most of these problems will be odd-numbered so that answers will be found in the solution manual.
Any missed quiz or midterm will result in a zero for that quiz or midterm unless you can provide a documented excuse for your absence.
Grades are assigned as follows:
| A+ | A | A- | B+ | B | B- | C+ | C | C- | D | F |
| 90-100 | 85-89 | 80-84 | 76-79 | 72-75 | 68-71 | 64-67 | 60-63 | 56-59 | 50-55 | <50 |
In order to pass you must achieve a grade of at least 50%. If you want to enrol in a course for which Math 1120 is a prerequisite, you must achieve at least a "C" (60% or more), and to get this "C" you must get at least a 40% on the final exam.
A grade of C indicates adequate preparation for Math 1115, 1190 or 1112. However, if you want to do well in these courses, it is worthwhile trying to do as well in this one as possible: you may find yourself repeating Math 1112, say, because material in Math 0093 was not sufficiently well understood.
If it is determined that a student has cheated, the University College will proceed with discipline in the following manner:
The final date for withdrawal from this course is October 27, 1999. If you stop attending class but do not officially
Math 0093 is a high volume, fast-paced course. On average we will be covering two sections of material per class. Regular attendance is highly reccomended. Test and quiz dates are fixed. Do not schedule anything on these dates. It is your responsibility to keep your notes up to date and to write tests as scheduled. Previewing of material is highly reccomended. If you are having difficulty with the material, seek help as soon as possible. I am around during my office hours and after class, and there is help available in the tutorial center.
Try to do homework as soon as possible after class. Answers to the odd-numbered questions are in the back of the book. I do not expect you to do all the questions assigned, but the more difficulty you have in doing them, the more you should do. Each section in the text has a concept review. You should go over this since it helps in the conceptual understanding of the material. Each chapter has a summary and review exercises. You should go over these as well. Focus on Concepts. Don't just apply recipes without understanding.
| Subject | Approx. Hours | Sections | Contents |
| Review | 2 | Ch. 1 | Review of symbols, notation, sets, real numbers, operations and algebraic expressions |
|
First Degree Equations |
4 | 2.1-2.4 | Setting up and solving linear equations |
| Inequalities | 2 | 2.5-2.6 | Solving inequalities, working with absolute values |
|
Functions and Linear Functions |
5 | 3.1-3.6 | Definition of function, Cartesian plane, linear functions, graphs of linear functions, slope, x and y intercepts, parallel and perpendicular lines |
|
Systems of Linear Equations |
1 | 4.1, 4.2, 4.4 | Solving systems of linear equations |
|
Polynomials and Exponents |
6 | 5.1-5.3, 5.5-5.7 | Rules of exponentiation, polynomials, multiplication and division of polynomials, factoring, solving equations by factoring |
| Rational Exponents | 4 | 6.1-6.5 | Simplification of expressions involving radicals, arithmetic of rational exponents, complex numbers, graphs, solving equations involving rational exponents |
| Rational Functions | 5 | 7.1-7.6 | Evaluation of, domains of, simplification of and arithmetic of rational functions, work problems, uniform motion, proportions, literal equations |
| Quadratic Equations | 6 | 8.1-8.4, 8.6, 8.7 | Solving, radical equations, fractional equations, graphing, x-intercepts, maximum and minimum problems, applications |
| Functions and Relations | 2 | 9.1-9.3 | Graphs, operations on functions, composition of functions |
| Trig Supplement | 4 | handout | Angles in degrees, trig functions, exact values for 30, 45 and 60 degrees, applications. |
|
Exponentials and Logarithms |
4 | 10.1-10.5 | Evaluation of and graphs of exponentials and logarithms, properties, solving, applications. |
| michaeln@kwantlen.bc.ca | Last modified: July 22, 2000 |