Final Exam Information
- 30 MC
- 2 CR
Polynomials Part A (30 Objectives)
- +, -, * polynomials
- direct and inverse variation
- linear functions
- quadratic functions
Polynomials Part B (13 Objectives)
- Long division
- Synthetic division
- Factor Theorem, Rational Root Theorem, Remainder Theorem, IVT, Descartes
Rational Functions (12 Objectives)
- Graphing a rational function (quest)
- +, -, *, / rational functions
- WP with rational functions**
-Polynomial, Rational Inequalities
- 2 CR
Polynomials Part A (30 Objectives)
- +, -, * polynomials
- direct and inverse variation
- linear functions
- quadratic functions
Polynomials Part B (13 Objectives)
- Long division
- Synthetic division
- Factor Theorem, Rational Root Theorem, Remainder Theorem, IVT, Descartes
Rational Functions (12 Objectives)
- Graphing a rational function (quest)
- +, -, *, / rational functions
- WP with rational functions**
-Polynomial, Rational Inequalities
Notes for the Week of May 6th (JUNIORS ONLY)
p.c3.1.05.06.13.pdf | |
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p.c3.1.05.07.13.pdf | |
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Notes for the Week of April 29th
p.2.6-2.7.04.29.13.pdf | |
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p.2.6-2.7.04.30.13.pdf | |
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p.2.6-2.7.05.01.13.pdf | |
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p.2.6-2.7.05.02.13.pdf | |
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Notes for April 24th and 25th
p.2.6-2.7.04.24.13.pdf | |
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p.c2.6.practice_quiz_problem.pdf | |
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Notes for the Week of April 15th
p.2.6-2.7.04.16.13.pdf | |
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p.2.6-2.7.04.17.13.pdf | |
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p.2.6-2.7.04.18.13.pdf | |
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Notes for the Week of April 8th
p.2.6-2.7.04.10-11.13.pdf | |
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*Note in the document below, removable discontinuities occur with the factor is in both the numerator and denominator and the multiplicity of the factor in the numerator is greater than or equal to the multiplicity of the corresponding factor in the denominator. If the multiplicity of the of the denominator is greater, then the zero will be a vertical asymptote.
rational_function_graphing.pdf | |
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Assignment for April 12th, 2013
~ On notebook paper, complete the following problems:
p. 245 #1-3, 19-29, 37-43, and 51-61 ODD ONLY – check your answers in the back of the book.
~ To review for your quiz, analyze the rational functions given on p. 246 #38-62 [EVEN ONLY] – do not follow the given directions, analyze completely using all parts a – j found on problem #4 in your pink packet (extras are available from the sub).
~ On notebook paper, complete the following problems:
p. 245 #1-3, 19-29, 37-43, and 51-61 ODD ONLY – check your answers in the back of the book.
~ To review for your quiz, analyze the rational functions given on p. 246 #38-62 [EVEN ONLY] – do not follow the given directions, analyze completely using all parts a – j found on problem #4 in your pink packet (extras are available from the sub).
p.c2.4-6.cr.practice.pdf | |
File Size: | 250 kb |
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Notes for the Week of April 1st
p.2.6-2.7.04.01.13.pdf | |
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p.2.6-2.7.04.02.13.pdf | |
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p.2.6-2.7.04.03.13.pdf | |
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p.2.6-2.7.04.04.13.pdf | |
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Constructed Response Key from test below. *Note - 3 is not a multiple of p in problem 1, so +/- 3 and +/- 3/7 are not valid potential rational zeros.
p.c2.4-6.cr.regularkey.pdf | |
File Size: | 164 kb |
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Review Materials (Week of March 18th)
Below is the pink packet from class
p.c2.4-6.cr.practice.pdf | |
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p.2.4_concept_map.pdf | |
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p.2.4-2.6.03.20.13.pdf | |
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“Real Zeros of Polynomials Study Guide”– Test date: 3/22/2013
1. Complete “Chapter 2 Review Exercises” Demana pg 269 – 270, #25-38, 43-55, 57-66, 83 See page 931 for answers to odd problems. See Green “Solution Guide” for complete answers.
2. You must be able to use the following terms or procedures listed in “Chapter 2 Key Ideas” Demana pg 268: Leading Term Test for Polynomial End Behavior, zeros of odd and even multiplicity, IVT, Division algorithm for polynomials, Remainder Theorem, Factor Theorem, Fundamental Connections for Polynomial functions, Rational zeros Theorem, Fundamental Theorem of Algebra, Linear Factorization Theorem, Factors of a Polynomial with Real Coefficients, Polynomial functions of Odd Degree.
3. Review your Chapter 2 reading guides, class notes and AM practices. Be able to use the sentence frames from your handouts.
4. Redo all Quiz problems and Quiz practice problems.
1. Complete “Chapter 2 Review Exercises” Demana pg 269 – 270, #25-38, 43-55, 57-66, 83 See page 931 for answers to odd problems. See Green “Solution Guide” for complete answers.
2. You must be able to use the following terms or procedures listed in “Chapter 2 Key Ideas” Demana pg 268: Leading Term Test for Polynomial End Behavior, zeros of odd and even multiplicity, IVT, Division algorithm for polynomials, Remainder Theorem, Factor Theorem, Fundamental Connections for Polynomial functions, Rational zeros Theorem, Fundamental Theorem of Algebra, Linear Factorization Theorem, Factors of a Polynomial with Real Coefficients, Polynomial functions of Odd Degree.
3. Review your Chapter 2 reading guides, class notes and AM practices. Be able to use the sentence frames from your handouts.
4. Redo all Quiz problems and Quiz practice problems.
Notes for March 15th
p.2.4-2.6.03.15.13.pdf | |
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Notes for the Week of March 4th
p.2.4-2.6.03.04.13.pdf | |
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Blue graphic organizer from class below
pc.2.4.factoring_polynomials_go.pdf | |
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p.2.4-2.6.03.06.13.pdf | |
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p.2.4.practice2key.pdf | |
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p.2.4-2.6.03.07.13.pdf | |
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p.2.4-2.6.03.08.13.pdf | |
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Notes for the Week of February 25th
p.2.4-2.6.02.25.13.pdf | |
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p.2.4-2.6.02.26.13.pdf | |
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p.c2.4.cr.practice1key.pdf | |
File Size: | 441 kb |
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p.2.4-2.6.02.28.13.pdf | |
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Notes for the Week of February 20th
pc.2.2.rg.zeros_of_polynomials_and_multiplicity.pdf | |
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p.2.4-2.6.02.22.13.pdf | |
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Study Materials for the Week of February 11th, 2013
linear_regression_models_key.pdf | |
File Size: | 484 kb |
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Notes for the Week of February 4th, 2013
pc.2.2.rg.variation.pdf | |
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Answer key to the reading guide below
pc.2.2.rg.variation.annotated.pdf | |
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p.2.1-2.3.02.08.13.pdf | |
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Notes for the Week of January 28th, 2013
p.2.1-2.3.01.28.13.pdf | |
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p.2.1-2.3.01.29.13.pdf | |
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p.2.1-2.3.01.30.13.pdf | |
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p.2.1-2.3.01.31.13.pdf | |
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Notes for the Week of January 23rd, 2013
p.2.1-2.3.01.23.13.pdf | |
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p.c2.cr.quiz1practice.msj.pdf | |
File Size: | 334 kb |
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Notes for the Week of January 14th, 2013
p.2.1-2.3.01.14.13.pdf | |
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p.2.1-2.3.01.15.13.pdf | |
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p.2.1-2.3.01.16.13.pdf | |
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Notes for the Week of January 7th, 2013
p.2.1-2.3.01.10.13.pdf | |
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p.2.1-2.3.01.11.13.pdf | |
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