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Page Last Updated Jan 07, 2009
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Algebra 2 – Q2
Week of October 20, 2008 – October 24, 2008
Monday 1/5 | |
Objective | The student will review concepts covered so far in Chapter 5. |
Teacher Activities | Discuss new Assignment Sheets. Assign "Quick Review of Sections 5.1-5.5" (16 problems) Assist students as necessary, redirecting them to their notes when possible. Call students to the board to work problems, helping as needed. |
Student Activities | Complete the Quick Review Willingly put their work on the board for others to see and check their answers from. |
Assessment/Evaluation | Quick Review of 5.1 - 5.5 (16 problems) |
Academic Vocabulary |
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Additional Resources |
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Tuesday 1/6 | |
Objective | The student will apply the Remainder Theorem |
Teacher Activities | Define polynomial long division, Remainder Theorem, and synthetic division. Complete several examples, with student participation. Check for student understanding, and provide extra examples as needed. Assist students with their new assignment. |
Student Activities | Write the definitions of long division and synthetic division. Take notes over the examples and theorems. Work on new assignment. |
Assessment/Evaluation | 5.5 p. 366 #s 3-19 odd (9 problems) |
Academic Vocabulary | polynomial long division synthetic division Remainder Theorem Factor Theorem |
Additional Resources |
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Wednesday 1/7 | |
Objective | The student will use theorems to factor polynomials. |
Teacher Activities | Display bellwork Take attendance Collect yesterday’s homework Discuss Factor Theorem Complete several examples with student participation Check for student understanding Provide extra examples as needed Assist students with their new assignment |
Student Activities | Complete bellwork Take Cornell notes Participate in discussion Work on new assignment |
Assessment/Evaluation | 5.5 p. 366 #s 21-37 odd, 41, 42, 49, 51, 57-59 (16 problems) |
Academic Vocabulary | Synthetic division Remainder Theorem Factor Theorem |
Additional Resources |
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Thursday 1/8 | |
Objective | The student will find all real zeroes of a polynomial function. |
Teacher Activities | Display bellwork Take attendance Display answers to yesterday’s homework Collect yesterday’s homework Discuss Rational Zero Theorem Complete several examples with student participation Check for student understanding Provide extra examples as needed Assist students with their new assignment |
Student Activities | Complete bellwork Grade own homework Take Cornell notes Participate in discussion Work on new assignment |
Assessment/Evaluation | 5.6 p. 374 #s 5-21 odd, 30-36 even, 54, 57, 62 (16 problems) |
Academic Vocabulary | Zero of a function Constant term Leading coefficient Rational Zero Theorem |
Additional Resources |
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Friday 1/9 | |
Objective | The student will classify the zeros of polynomial functions. |
Teacher Activities | Display bellwork Take attendance Display answers to yesterday’s homework Collect yesterday’s homework Discuss the Fundamental Theorem of Algebra Complete several examples with student participation Check for student understanding Provide extra examples as needed Assist students with their new assignment |
Student Activities | Complete bellwork Grade own homework Take Cornell notes Participate in discussion Work on new assignment |
Assessment/Evaluation | 5.7 p. 383 #s 4-12, 20-23, 70, 73, 74 (16 problems) |
Academic Vocabulary | Repeated solution The Fundamental Theorem of Algebra |
Additional Resources |
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