Algebra+II_213

Powerpoints and book pages can be found on http://morgansmathmarvels.wikispaces.com (YAY for Mr. Morgan!!!!!!)
 * Algebra II 213 Assignment Sheet**

Please note, assignments are listed on this wikispace. If I use notes, disregard whatever it may say at the bottom of the page regarding homework. Thank you :)

Summer Packet, woo hoo!!!

ue Thursday September 3rd. We will go over any questions on Wednesday but please check the key beforehand.

__**Chapter 2: Linear Functions**__

insert the set builder notation, roster notation and intervals

2.1 Solving (Equations) Inequalties Pg. 94, #’s 3-13, 18-20, 37-40, 53-57

khan academy? what is that? let's check it out!!!!!! listed below is a word document that has some examples of solving equations: 2.3 Graphing Linear Equations and Linear Inequalities (Review basics and slope) Pg. 110, #’s 24-38 even, #’s 33, 39, 59-63

Review Sheet for 2.1 and 2.3 Here is the key to a review sheet 2.1 and 2.3 2.4 Writing Linear functions Pg. 121, #’s 12-18, 20, 21, 23 -27 8.1 Variation Functions Pg. 574, #’s 17-22, 26-31, 46-48 2.5 Linear Inequalities (2 variable) Pg. 128, #’s 14-18, 25, 27, 29, 32, 44-46 = = Here's a powerpoint to practice graphing linear inequalities: 2.8 Absolute Value Eqs, Inequalities, and Compound Inequalities

Pg. 154, #’s 14-19, 21-27 odd, 28-35 all (listed below is a sheet of examples of these types of problems)

REVIEW SHEET KEY:

==  Word Problem Supplements for Inequalities with Age and Motion ***2.7 Linear Regression/Lines of Best fit activity for block day is possible to complete here** Studying for Chapter 2 test? here you go! :)

__**Functions_Part of Chapter 1 and Part of Chapter 9**__ 1.6 Relations and Functions (Need to supplement Domain and Range) Pg. 48, #’s 13-18, 22-26, 38, 44-46

1.7 Function Notation Pg. 54, #’s 12-22, 38, 50-53

9.1 Function Graphs Pg. 659, #’s 7-10, 12, 14, 16, 17 and 26

9.4 Operations with Functions (including sum, difference, multiplication, division and composition) Wksht 9.4 Supplement Materials here with polynomials 9.5 and 7.2 Inverses of Functions

Wksht 9.5 and pg. 694, #’s 33-35, 46-50 REVIEW for Chapter 9 test

**__Chapter 3: Linear Systems __**** watch a video on simple elimination: []

watch a video on elimination ( a bit more complicated) []

watch a video on substitution: []

watch a video on graphing: []

3.1 Solve Systems by Graphing Pg. 186, #’s 2-5 follow directions in book, #’s 6-9 graph to find the solution, 23, 26

3.2 Algebraic Methods for Systems: Substitution and Elimination Pg. 194, #’s 15-22 all (you may get fractions of decimals in answers), # 44 (Word Problem Supplements for these)

The power point presentation below is a brief summary of solving systems by graphing, by substitution and by elmination. It also includes 1 word problem:

3.3 Solving systems of Inequalities

Video of graphing linear inequalities: [] Pg. 202, #’s 2-5, 7-10, 34, 44-49 Word Problem Supplements for these Block day activity for systems of inequalities

3.4 Linear Programming (basic intro)  May or may not  Pg. 209, #’s 9-14 all, 37

=--= __**Chapter 4 Matrices**__ 4.1 Matrices intro- basic operations Pg. 250, #’s 3-6, 8-11, 13-16, 42, 43, and 44

== 4.2 Multiplication of Matrices Pg. 257, #’s 8-13, 25-29

== 4.4 Determinants and Cramer’s Rule (optional) Pg. 274, #’s 6-12 all, 14-21 all

khan academy video on finding the determinant: []

video on solv [] ing :

extra practice worksheet:

--  __**Chapter 5: Quadratics**__  5.1 Graphing Quadratics Pg. 320, #’s 5-15 odd, 10, 20, 21, 23, and 28 == = = Extra supplement on factoring methods and “foiling” practice 5.3 Solving by Factoring HW: 5.3 wksht



5.4 Solving by Completing the Square  Pg. 345, #’s 3-36 multiples of 3, 74, 75, 86, 94



5.5 Complex Numbers and Roots  Pg. 353, #’s 6-30 multiples of 3 = = = =  5.6 Solve by the Quadratic formula   Pg. 361, #’s 18-29 all = = = =  5.9 Complex numbers and Operations   Pg. 386, #’s 6-51 multiples of 3 = = = =

Review sheet for Chapter 5 does not include Complex Numbers or transformations but we will have some in class:

Word Problem Supplement may or may not Review Packet for Midterm  (Hard copies will be distributed in class)



--  Chapter 6 Polynomials.

show an example on geometer's sketch pad....... 1) Graph paper 2) Create a cartesian Plane 3) Write 4 equations, examples : degree2, degree 3, degree 4, degree 5 4) Sketch them on the same Cartesian Plane 5) Create a picture based on the shapes and how they interesect GET CREATIVE!!!!!

__6.1 Intro to polynomials (classifying and basic operations):__ //Assignment: pg. 410 #19-30// __6.2 and 6.3 Multiplying and Dividing Polynomials (long division and synthetic):__







p. 418 #18-25, 27, 30, 58, 61 p. 426 #13-18

426 #19-26, *25 &26 Show work.

BLOCKDAY activity: 1) go over 1 example of add/subtract/multiply/divide polynomials 2) On a clean piece of paper, Put your name on the first line create an example of addition of polynomials Then simplify your example 3) Pass paper to person behind, last person passes to front, check work and initial if you agree, correct if there is something you think is incorrect 4) Put your name on the following line and give an example of subtracting polynomials, work out the example, repeat procedure 5) Do the same for multiplication of a monomial with a trinomial 6) Binomial with a binomial 7) Binomial with a trinomial 8) Division using synthetic division 9) division using long division 10) division of a polynomial by a monomial

__6.4 Factoring methods for Polynomials__:

__6.5 Solving for Roots (Basics):__

p. 442 #1-7, 15-17

Review for Chapter 6 Test:

from textbook pg. 478, #'s 1-17 all

**Chapter 7: Exponentials and Logarithms** 1.5 Properties of Exponents Pg. 39, #’s 22-36, 38, 45-47, 56-58, 83-86

7.1 Exponential Functions (Growth, decay and compound interest word problems) pg. 494, #'s 7-9 all, 10, 11, 15, 17, 21 (do not have to graph problems)



7.3 Logarithm Functions intro pg. 509 #17-23 all

7.4 Properties of Logs



In class worksheet Answer Key 7.5 Solving methods for Logarithm Equations (ln, e, log and exponentials) pg. 527 #3-15, 21-25 odds





7.6 Natural logs Chapter 7 Quest review sheet Answer Key


 * Chapter 11: Probability and Statistics**



11.1 Counting Theory, Permutations and Combinations

pg. 798, #'s 1-10 all, 17-23 odd, 39, 40 and 41

11.2 Intro to Basic Probability

pg. 806, #'s 2-9 all, 15, 38 and 39

Review Sheet for Permutations, Combinations and Probability





Solution Key for Review Sheet for Permutations, Combinations and probability



//(It will help you learn the most if you try all the problems before looking at the answers)//

11.5 Measures of Central Tendency (Mean, Median, Mode)

pg. 833, #'s 2-8 all, 13-15, 17-19

Visual:

Histograms, Stem and Leaf, Frequency Graphs and Box and Whisker Plots











Chapter 12: Sequence and Series

(find the nth term if it's geometric or arithmetic) (find the sum of ......)

12.1 Intro to Sequence and Series

HW pg. 865 #16-21 all and 27-32 all

12.2 Series and Summation Notation HW 12.2 Part 1 pg. 874 #2 – 5 all, 13-16 all HW 12.2 Part 2 pg. 874 #6-11 all, 17-22 all, 24, 26 12.3 Arithmetic Sequences and Series pg. 884, #'s 5-35 odd 12.4 Geometric Sequences and Series Word Problem Supplement for each Chapter 12.1 and 12.2 Review Answer Key

Chapter 12.1 and 12.2 Quiz Answer Key

Chapter 8: Rational and Radical functions 8.2 Simplifying, Multiplying and Dividing Rationals p. 580 #18-31

8.3 Adding and Subtracting

p. 588 #22-27, 33-37

8.4 Graphing: Showing basics and basic information on asymptotes

8.4 worksheet This is the key below for the 8.3 and 8.4 worksheet:

8.5 Solving Rational Equations Radicals

p. 605 #19-27, 41-43

8.6 Radical Intro: Simplifying square roots and indices greater than 2

Supplement: Operations with radicals p. 615 #41-56

8.8 Solving Radical Equations

pg. 633 #27-33, 36-38

Chapter 8 Review Sheet and Key



There is a quiz (8 questions) 4 on solving radical equations and rational equations: you may use the following sheets as review:

Review Sheet for Final Exam and Key to the Review Sheet:



It is not on the review sheet, but don't forget your graphs for chapter 8....

Don't forget what a function looks like if it has an even degree vs odd Don't forget end behavior

Mr. Morgan made the key, yay for Mr Morgan!!!!!! If time permits

Chapter 10: Conics Basic intro and overview