What will the Math Test be like?

Mathematics testing is required of all entering first-year students and is used for advising and for course placement in mathematics and chemistry. The purpose of the Mathematics Test is to measure a student's knowledge of various algebra and trigonometry topics. The results of this test determine the level at which you will begin if you schedule mathematics at the University. The test is important for most students since most majors require course work in the mathematical sciences. The test is particularly important for students entering programs of study that require calculus, since a low score on this test indicates that a student is not ready for calculus and will be required to schedule courses in algebra and/or trigonometry. It is recognized that some students have not covered all of these topics in high school. However, you should do your best on this test so that the results accurately reflect your knowledge of mathematics.

Two versions of the Mathematics Test will be offered: one version will require the use of a calculator; the other will not. You will be permitted to choose either version of the test. If you are accustomed to using a calculator for solving math problems, it is better for you to take the calculator version of the test and to use a calculator with which you are already familiar; if you are not used to using a calculator, it is better to take the non-calculator version. If you choose the calculator version, you may use any four-function, scientific, or graphing calculator.

Mathematics Test Topics:
1. Arithmetic of integers, rational numbers, and decimals
2. Ratio, proportion, and averaging
3. Areas, perimeters, and volumes
4. Operations with algebraic expressions
5. Linear equations and inequalities
6. Factoring and algebraic fractions
7. Exponents and radicals
8. Graphing
9. Fractional equations
10. Quadratic equations and inequalities
11. Logarithmic and exponential functions
12. Functions
13. Complex numbers
14. Absolute values
15. Systems of equations
16. Word problems
17. Equations of lines
18. Distance and area
19. Concept formation
20. Definition of trigonometric functions
21. Right triangles
22. Evaluation of special angles
23. Related angles
24. Radian measure
25. Graphing of trigonometric functions
26. Trigonometric identities
27. Laws of Sines and Cosines
28. Trigonometric equations
29. Inverse trigonometric functions

If you would be interested in testing your knowledge of these topics using sample questions, please access the following Web site:

cbt.uts.psu.edu/practiceFTCAP

(This information has been approved by the Department of Mathematics.)