# College Algebra

MA 42

## LInks!

## 2017-2018 Keys

2nd Semester

5.2 Word Problems 5.1-5.3 Practice Ch 5.1-5.4 Quiz Review Key

5.4 Graphs Key 5.1-5.5 Key 5.7 Notes Key Ch 5 Summative Practice Key

6.2 Day 2 Notes 6.1-6.2 review 6.3 Purple WS 6.4 Notes Trig 6.1-6.4 Review Key 6.5 Notes 6.5 Review Key

Ch 7.1 Notes Packet 7.1 SSA Ambiguous Case Video Handout Key

Ch 7 Test Review Warm Up Week 15 Key Warm Up Week 16

Ch 6 Retake Review Final Exam Review 2018 Book Probs to study for the final

## Ch 6 Guidelines

Ch 6 Guidelines

## Old ;)

1st Semester 2017-2018:

Ch P Day 1 Quick Review Ch P Review Key 1.1-1.4 Review Key

Ch 1 Review 2.1 Day 2 Notes 2.2 Notes 2.4 Word Problem Notes

2.1-2.2 Mini Quiz Answers Ch 3 Practice Problems Ch 3.1-3.6 Review

Ch 3 Review Ch 4 Review Ch 8.1 Handout WS #1 Key WS #2 Key WS #3 Key Ch 8 Review Final Exam Review Answers

Assignment Calendars: 2016-2017 School Year

5.1-5.5 Quiz Review(typo on #9 change tan to cosine. answer: 3 pi fourths and 5 pi fourths)

## Materials Needed for Success

1. Pencil - Please complete all work neatly in pencil

2. Calculator - TI-84 Plus C *Silver Edition* is **highly **recommended and a Scientific Calculator

3. Spiral notebook with lined paper for notes and homework

4. Colored pen for grading and taking notes (other than blue or black ink)

5. Graph paper - all graphing is to be completed on graph paper

6. Different colored highlighters

Optional: a box of tissues and white board markers to leave in the classroom

## Official Course Competencies

1. Analyze and interpret the behavior of functions, including end behavior, increasing and decreasing, extrema, asymptotic behavior, and symmetry.

2. Solve polynomial, rational, exponential, and logarithmic equations analytically and graphically.

3. Find real and complex zeros of polynomial functions analytically and graphically.

4. Graph polynomial, rational, exponential, logarithmic, power, absolute value, and piecewise-defined functions.

5. Determine domain and range of polynomial, rational, exponential, logarithmic, power, absolute value, and piecewise-defined functions.

6. Use transformations to graph functions.

7. Perform operations, including compositions, on functions and state the domain of the resulting function.

8. Determine whether a relation is a function when represented numerically, analytically, or graphically.

9. Determine whether a function is one-to-one when represented numerically, analytically, or graphically.

10. Determine the inverse of a relation when represented numerically, analytically, or graphically.

11. Classify functions by name when represented numerically, analytically, or graphically.

12. Determine regression models from data using appropriate technology and interpret results.

13. Read and interpret quantitative information when presented numerically, analytically, or graphically.

14. Justify and interpret solutions to application problems.

15. Compare alternative solution strategies.

16. Calculate and interpret average rate of change.

17. Model and solve real world problems.

18. Solve systems of three linear equations in three variables.

19. Solve systems of linear inequalities.

20. Communicate process and results in written and verbal formats.