Learning Outcomes: Throughout the course, the emphasis is on using the techniques immediately to solve applied problems rather than to develop algebra or trigonometry skills to prepare for calculus.

1. Set up and solve problems using single linear equations and systems of linear equations.
2. Set up and solve problems using quadratic equations. Use the quadratic formula.
3. Set up and solve problems using rational equations focusing on ratio and proportion.
4. Find perimeters, areas, and volumes of geometric figures.
5. Recognize and use special right triangle relationships.
6. Set up and solve problems using dimensional analysis.
7. Set up and solve problems involving right triangles using trigonometric functions.
8. Solve simple trig equations.
9. Solve problems using vectors.
10. Solve applied oblique triangle problems.
11. Set up and solve problems involving linear, angular, and rotational velocities.
12. Use exponents, radicals and scientific notation to simplify expressions as needed for technical applications.
13. Use logarithms to solve simple applied problems with variables in the exponents.

Last updated January 9, 1999. Mary Parker