Mathematics Program Outcomes

(Developmental and Collegiate)

Students will be able to:

1. define arithmetic, algebraic, geometric, spatial, and statistical concepts
2. calculate arithmetic, algebraic, geometric, spatial, and statistical quantities using appropriate technology.
3. estimate arithmetic, algebraic, geometric, spatial, and statistical solutions
4. solve arithmetic, algebraic, geometric, spatial, and statistical expressions, equations, functions, and problems using appropriate technology.
5. represent mathematical information numerically, symbolically, graphically, verbally, and visually using appropriate technology.
6. develop mathematical and statistical models such as formulas, functions, graphs, tables, and schematics using appropriate technology.
7. interpret mathematical and statistical models such as formulas, functions, graphs, tables, and schematics, drawing conclusions and making inferences based on those models.
8. explore mathematical systems utilizing rich experiences that encourage independent, nontrivial, constructive exploration in mathematics.
9. communicate mathematical thoughts and ideas clearly and concisely to others in the oral and written form.

Measurement

1. Inductive/inferential/internal: Professionally qualified instructors using outlines based on measurable student learning outcomes and provided with the necessary texts and technology will produce grades that reliably measure achievement of outcomes.
2. Deductive/external: As a non-degree granting internal sequence the program will not be measured by a program specific capstone test or experience. The program will recommend that an external test designed to measure attainment of general education outcomes, to which this program contributes, be given late in the student's degree program. The test would be a measurement only, and not binding on graduation.