Algebra 2 (Period 1) Assignments
- Instructors
- Term
- 2018-2019 School Year
- Department
- 8th Grade
- Description
-
Upcoming Assignments
No upcoming assignments.
Past Assignments
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11.1-11.3 Review
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Pg 618: 1-11 all
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11.2 Populations, Samples, and Hypotheses
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Pg 607: 1-14 all
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11.1 Using Normal Distributions
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Pg 600: 1-19 all
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Chapter 10 Review
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Pg 586-588: 1-17 all
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10.6 Binomial Distributions
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Pg 583: 1-14 all
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10.5 Permutations and Combinations
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Pg 576-578: 33-41 all, 49-52 all, 55-65 odd, 68
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Blended Paths
Whole Group Topic:
Standard Form of Linear Equations (Show me tutorial link)
Standard Form of a Linear Equation
-Identify slope
-Identify y-intercept
-Identify x-intercept
-Use the x-intercept and y-intercept to graph a linear function
Quiz Thur 5.2.19
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10.5 Permutations and Combinations
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Pg 575: 1-32 all
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10.4 Probability of Mutually Exclusive and Overlapping Events
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Pg 567-568:1-15 all
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10.4 Probability of Mutually Exclusive and Overlapping Events
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Pg 567-568:1-15 all
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10.1-10.3 Review
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Pg 562: 1-11 all
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10.3 Two Way Tables and Probability
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Pg 559: 11-18 all
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10.3 Two Way Tables and Probability
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Pg 558: 1-10 all
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10.2 Independent and Dependent Events
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Pg 550-551: 1-14 all
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10.1 Sample Spaces and Probability
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Pg 542-544: 1-10 all, 15-18 all, 25, 29-34 all
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Chapter 9 Review
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Worksheet
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Chapter 9 Review
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Pg 526- :1-29 all, 33-43 all
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9.8 Using the Sum and Difference Formulas
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Pg 523-524: 25-33 all
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9.8 Using the Sum and Difference Formulas
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Pg 523: 1-24 all
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9.7 Using Trigonometric Identities
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Pg 517-518: 17-31 all
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9.7 Using Trigonometric Identities
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Pg 517: 1-16 all
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9.5 Graphing other Trigonometric Functions
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Pg 502-503: 1-5 all, 7-33 odd, 36-41 all
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9.4 Graphing Sine and Cosine Functions
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Pg 491-494: 17-53 odd, 63
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9.4 Graphing Sine and Cosine Functions
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Pg 491: 1-16 all
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9.3 Trig Functions of Any Angle (Unit Circle)
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Pg 482-484: 15-38 all, 41
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9.3 Trig Functions of Any Angle (Unit Circle)
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Pg 482: 1-14 all
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9.2 Angles and Radian Measure
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Pg 475-476: 27-39, 42 all
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9.2 Angles and Radian Measure
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Pg 474: 1-26 all
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9.1 Right Triangle Trigonometry
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Pg 466-468: 1-10 all, 11-45 odd, 49
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Simple Solutions Lessons 89-92 Due 3.11-3.15
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Chapter 8 Review
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Pg 452-454: 1-33 all
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8.5 Recursive Rules with Sequences
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Pg 447: 3-37 odd
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8.4 Sums of Infinite Geometric Series
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Pg 438: 1-17, 19-24 all
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Simple Solutions Lessons 85-88 Due 3.4-3.8
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8.1-8.3 Review
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Pg 434: 1-19 all
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8.3 Analyzing Geometric Sequences and Series
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Pg 430-431: 33-52 all, 61, 64* (make a table and look for a pattern)
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8.3 Analyzing Geometric Sequences and Series
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Pg 430: 1-30 all
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8.2 Analyzing Arithmetic Sequences and Series
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Pg 423: 31-56 all
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8.2 Analyzing Arithmetic Sequences and Series
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Pg 422: 1-29 all
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Simple Solutions Lessons 81-84 Due 2.25-3.1
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8.1 Defining and Using Sequences and Series
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Pg 415-416: 29-55 all, 60
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8.1 Defining and Using Sequences and Series
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Pg 414: 1-28 all
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Chapter 7 Review
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Pg 400-402: 1-31 all
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7.5 Solving Rational Equations
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Pg 396-398: 1-13 all, 19-30 all, 47-50 all
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Simple Solutions Lessons 77-80 Due 2.18-2.22
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7.5 Solving Rational Equations
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Pg 396-398: 1-13 all, 19-30 all, 47-50 all
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7.4 Adding and Subtracting Rational Expressions
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Pg 389-390: 31-45 all, 54
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7.4 Adding and Subtracting Rational Expressions
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Pg 388: 1-8 all, 19-30 all
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7.3 Multiplying and Dividing Rational Expressions
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Pg 382-383: 27-38 all, 45, 46
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7.3 Multiplying and Dividing Rational Expressions
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Pg 381: 1-20 all
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JF/LL-
Chapter 7 Quiz Friday 2.15.19
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7.1-7.2 Review
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Pg 374: 1-13 all
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7.2 Graphing Rational Functions
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Pg 371: 33-50 all
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7.2 Graphing Rational Functions
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Pg 370-371: 1-3 all, 5-31 odd
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7.1 Inverse Variation
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Pg 363-364: 1-27 all
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Chapter 6 Review #2
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Textbook Test
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Chapter 6 Review
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Pg 350-352: 1-39 all
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6.7 Modeling with Exponential and Logarithmic Functions
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Pg 346-347: 1-24 all
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6.6 Solving Exponential and Logarithmic Equations
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Pg 339: 33-62 all
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6.6 Solving Exponential and Logarithmic Equations
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Pg 338: 1-32 all
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6.5 Properties of Logarithms
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Pg 331-332: 31- 42 all
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6.5 Properties of Logarithms
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Pg 331: 1-30 all
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6.1-6.4 Review
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Pg 326: 1-25 all
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6.4 Transformations of Exponential and Logarithmic Functions
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Pg 322: 1-8 all, 11-29 odd, 31-34 all, 35-42 all
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6.3 Logarithms and Logarithmic Functions
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Pg 315: 41-64 all
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6.3 Logarithms and Logarithmic Functions
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Pg 314: 5-15 odd, 17-24 all (no calc), 27-32 all (calc),35-40 all
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6.2 The Natural Base e
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Derive e: 1/0! + 1/1! + 1/2! + 1/3! + ...
Pg 307: 1-14 all, 15-21 odd, 23-34 all
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6.1 Exponential Growth and Decay
Pg 301-303: 21-44 all, 50
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6.1 Exponential Growth and Decay
Pg 300: 1-20 all
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Worksheet Textbook Test
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Chapter 5 Review 1
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Pg 286-287: 1-36 all
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5.6 Inverse of a Function
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Pg 282-284: 35-47 odd, 49-52 all, 55-58 all, 65-68 all
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5.6 Inverse of a Function
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Pg 281-248: 1-22 all
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5.5 Performing Function Operations
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Pg 273: 1-18 all
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5.1-5.4 Review
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Pg 260: 1-20 all
Pg 266: 14-26 even
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5.4 Solving Radical Equations and Inequalities
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Pg 267: 37-45 all, 47-52 all
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5.4 Solving Radical Equations
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Pg 266: 1-33 odd
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5.3 Graphing Radical Functions
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Pg 256-257: 19-33 odd, 35-38 all, 47-50 all
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5.3 Graphing Radical Functions
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Pg 256: 3-16 all
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5.2 Properties of Rational Exponents and Radicals
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Pg 248-249: 33-73 odd
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5.2 Properties of Rational Exponents and Radicals
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Pg 248: 3-31 odd
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5.1 nth Roots and Rational Exponents
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Pg 242: 35-47 all
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5.1 nth Roots and Rational Exponents
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Pg 241: 1-4 all, 5-33 odd
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Chapter 4 Review
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Pg 226-233: All
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4.9 Modeling with Polynomial Functions
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Pg 223: 1-21 all, 23
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4.8 Analyzing Graphs of Polynomial Functions
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Pg 216-217:1-10 all, 31-36 all, 39, 40, 44, 46, 52
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4.7 Transformations of Polynomial Functions
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Pg 209: 1-6 all, 15-20 all, 23, 26
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4.6 The Fundamental Theorem of Algebra
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Pg 202: 1-4 all, 9-22 all, 27, 28, 33
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4.5 Solving polynomial Equations
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Pg 194: 13-43 odd
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5.1 nth Roots and Rational Exponents
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Pg 241: 1-4 all, 5-33 odd
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4.3 Dividing Polynomials
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Pg 177: 18-33 all, 37, 39
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4.3 Dividing Polynomials
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Pg 177: 1-17 all
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https://www.showme.com/sh?h=IDVcgFM (Pascal's triangle and expanding binomials)
4.2 Adding, Subtracting, and Multiplying Polynomials (Pascal's)
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Pg 170: 7, 13, 23, 29, 31, 41, 43, 46, 47
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https://www.showme.com/sh?h=IDVcgFM (Pascal's triangle and expanding binomials)
4.2 Adding, Subtracting, and Multiplying Polynomials (Pascal's)
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Pg 170: 5,6,11,12,21,22, 27, 28, 43,45
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4.1 Polynomial Functions
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Pg 162-164: 17-41 odd, 48
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Grade 8 Math Enrichment Period 7
Since we did not have class on Thursday, October 11, please prepare for the following:
Complete Lessons 21-24 due Thursday, October 18
Lessons (17-24) will be checked for completion on Thursday, October 18
Quiz # 4 on lessons (13-16) – Thursday, October 18
Quiz # 5 on lessons (17-20) – Thursday, October 18
Information for both Grades 7 and 8
Complete Lessons (25-28) due Tuesday, October 23 or Thursday, October 25
Quiz # 6 on lessons (21-24) on Tuesday, October 23 or Thursday, October 25
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4.1 Polynomial Functions
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Pg 162: 1-14 all
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Chapter 3 Review #2
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Textbook Test Worksheet
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Chapter 3 Review
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Pg 151: 1-14 all
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3.6 Quadratic Inequalities
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Pg 144: 3-6, 11,13, 21-41 odd, 48, 50
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3.5 Solving Non-Linear Systems
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Pg 136-137: 3-47 odd
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3.4 Using the Quadratic Formula
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Pg 127: 1-5 all, 7-31 odd, 41, 47, 60,
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Ch. 3 Mid Chapter Review
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Pg 120: 1-16 all, 18
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Chapter 3 Quiz Wednesday 10.10.18
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3.3 Completing the Square
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Pg 116-117: 25-49 odd, 68,72
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3.3 Completing the Square
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Pg 116: 1-23 odd
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3.2 Complex Numbers
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Pg 108-109: 32, 37-61 odd
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3.2 Complex Numbers
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Pg 108: 1-31 odd
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3.1 Solving Quadratic Equations
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Pg 100-101: 27-55 odd, 65, 71
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3.1 Solving Quadratic Equations
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Pg 99: 1-19 odd
SS #21
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Chapter 2 Review
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Pg 84-86: 1-16 all
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2.4 Modeling with Quadratics
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Pg 81-82: 20-33 all, 35, 37
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2.4 Modeling with Quadratics
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Pg 80: 1-14 all
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2.3 Focus of a Parabola
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Pg 72-73: 27-43 odd, 51
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2.3 Focus of a Parabola
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Derive Formula
Pg 72: 2-20 even
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2.2 Characteristics of Quadratic Functions
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Pg 62-63: 44-47 odd, 61-67 all
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2.2 Characteristics of Quadrilaterals
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Pg 61-62: 1-6 all, 15-18 all, 21-25 all, 37, 38
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2.1 Transformations of Quadratic Functions
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Pg 52-53: 3-31 odd, 32-34 all, 41
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2.2 Characteristics of Quadrilaterals
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Pg 61-62: 1-6 all, 15-18 all, 21-25 all, 37, 38
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2.1 Transformations of Quadratic Functions
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Pg 52-53: 3-31 odd, 32-34 all, 41
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Chapter 1 Review
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Pg 41: 1-13 all
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1.4 Solving Linear Systems
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Pg 34: 1-8 all, 13-15,17-19,21,27,30,37,40,41
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1.3 Modeling with Linear Functions
Pg 26: 7-14 all, 19-21 all, 27, 30, 32
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1.2 Transformations of Absolute Value and Linear Functions
Pg 16-18: 3-21 odd, 23-26 all, 37, 39, 45
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1.1 Parent Functions and Transformations
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Pg 8-10: 1-8 all, 10-26 even, 38, 48, 54