Measurable Student Learning Outcomes
1. (Evaluation Level) Define and evaluate limits algebraically, numerically, or graphically. (CSLO 2,4)
2. (Knowledge Level) Define various types of discontinuity. (CSLO 2)
3. (Evaluation Level) Use multiple methods to differentiate functions. (CSLO 2,4)
4. (Analysis Level) Use the concepts of calculus to graph a function. (CSLO 2,4)
5. (Application Level) Solve real-world applications using derivatives. (CSLO 4)
6. (Evaluation Level) Approximate the zeros of a function. (CSLO 4)
7. (Evaluation Level) Integrate functions. (CSLO 2,4)
8. (Evaluation Level) Define and evaluate definite integrals. (CSLO 2,4)
9. (Application Level) Solve applications using integral calculus. (CSLO 4)
10. (Application Level) Incorporate technology to support the problem-solving process. (CSLO 2)