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Week 10 Due Thursday, June 9th
  • Final Review - Reminder: If you want solutions to any specific problems or pages let me know. My goal isn't to withhold solutions, it is simply to keep people from copying the entire packet.
  • Final Review Solutions

Homework:

A) Section 5.4/5.7  - Operations on Radical Expressions
Pgs 363 - 372, 400-402

SECTION 5.4)
Read Example 1
Do Example 2
Read Examples 3 - 4
Do Examples 5 - 6
Skip Example 7
Do Examples 8 - 9
Read Examples 10 - 11
Skip Example 12
Read Example 13
Do Examples 14 - 15

Then jump to
SECTION 5.7)
Do Example 3
Read Examples 4 and 5
Do Example 6

Then do the following exercises:

SECTION 5.4)
19, 23, 29, 33, 39, 47, 51, 57, 63, 71, 73, 77, 79 (refer to examples 1 - 6, 8)
81, 83 (refer to examples 1 - 6, 8 and operations on functions look in index)
85, 89, 91, 93, 95 (refer to example 10)
97, 99, 101, 103, 105, 107, 111, 115, 123 (refer to examples 11, 13 - 15)
125 (refer to example 9)
129 (refer to example 12)

Then jump to
SECTION 5.7)
31, 33, 35, 37, 41 (refer to example 3)
57, 59, 61, 63 (refer to example 5)
65, 67, 69, 71, 73 (refer to example 6)

B) Section 5.6 - Radical Equations
Pgs 383 - 391

Read Example 1
Do Examples 2 - 4
Read Examples 5 - 9
Do Example 10
Read Example 11

Then Do Exercises:
17, 21, 27, 31, 35, 37, 39, 41, 43, 45 (refer to examples 1 - 4)
53, 61, 67 (refer to example 10)
73, 75, 77, 81 (refer to example 7)
85 (no example really to refer to)
125 (example 9 may help indirectly)
131, 133 (refer to example 11)

Then Complete Supplement Section 5.6 (Old Version 7.6) Numbers 1 & 2.
Week 9 Due Tuesday, May 31st
Homework:
A) Section 5.1 - Intro to Radical Expressions and Functions
Pgs 334 - 342

Read page 334
Copy down the definitions of:
  • Square Root
  • Positive Square Root
  • Principal Square Root
  • Negative Square Root
  • Radical Sign
  • Radicand
  • Radical Expression
Do Example 2
Read Example 4
Copy Definition for Cube Root
Do Example 5
Copy Definition of nth Roots
Do Example 6
Do Example 7
Read Examples 8 - 12
Copy Down "The Cube Root Function" Information including the table and graph on page 341
Read Example 13

Then Do the Following Exercises:
N1) Write down the first 16 perfect squares and their corresponding square roots
N2) Write down the first 5 perfect cubes and their corresponding cube roots
N3) Write down the first 5 perfect 4ths and their corresponding 4th roots
N4) Write down the first 3 perfect 5ths and their corresponding 5th roots

Book Exercises:
11, 12 (Concepts and Vocabulary)
17, 21, 27, 31, 35, 37 (refer to examples 2, 5, 6, 7)
41, 43 (refer to example 3)
45, 49, 51, 55 (refer to example 7)
63, 67, 71, 72 (refer to examples 8 and 13)
75, 81, 85, 87 (refer to examples 10 and 11)
91, 93 (think transformations, no examples to refer to)
97, 101 (no examples to refer to)
105, 107, 109 (refer to examples 4, 9, 12)

Supplemental Exercises: 5.1 #1-5 all

B) Section 5.2 - Rational Exponents
Pgs 345 - 351

Copy down "The Expression a^(1/n)" on page 345
Do Example 1
Read pg 346
Copy "The Expression a^(m/n)" on page 346
Do Example 2
Skip Example 3
Copy "The Expression a^(-m/n)" on page 348
Do Examples 4 amd 5
Skip Example 6
Copy "Properties of Exponents" on pg 349
Do Examples 7 and 8

Then do the following Exercises:
17, 21, 23, 25 (refer to example 1)
27, 31, 35 (refer to example 5)
39, 43 (refer to example 3 (pic on left))
47, 49, 53, 57, 59, 61, 63 (refer to examples 1, 2, 4)
67, 71 (refer to example 7)
75, 77, 79, 81, 83, 85, 87, 89, 93, 95 (refer to example 8)
99, 103, 106 (refer to example 3 and 6)
 
C) Section 5.3 - Simplifying Radical Expressions
Pgs 354 - 360

Begin by doing the following:
N1) Write down the first 16 perfect squares and their corresponding square roots
N2) Write down the first 5 perfect cubes and their corresponding cube roots
N3) Write down the first 5 perfect 4ths and their corresponding 4th roots
N4) Write down the first 3 perfect 5ths and their corresponding 5th roots

Copy "Product Rule for Radical Expressions" on pg 355
Do Examples 1, 2, and 3
Skip Example 4
Do Examples 5 and 6
Copy down "Quotient Rule for Radical Expressions" on pg 358
Do Examples 7 - 9
Read Example 10

Then do the Following Exercises:
11, 15, 19, 23, 29, 33, 37, 39, 41, 43, 49, 53, 55, 59, 61 (refer to examples 1 and 2)
63, 67 (refer to example 10)
75, 77, 81, 85, 87, 89, 93, 97,  (refer to examples 5, 7, 8, and 9)
101, 107, 109 (refer to example 6)
Week 8 Due Tuesday, May 24th
Homework:

A) Section 4.4b - Solving Applications of Rational Equations
Pgs 277 - 284

Read Example 6
Do Examples 7 & 8

Then do Exercises:
87, 91, 93 (refer to example 6)
89, 95, 103, 107 (refer to example 7)
97, 99, 101, 105 (refer to example 8)
Week 7 Due Tuesday, May 17th
Homework:

A) Section 4.3 - Addition and Subtraction of Rational Expressions
Pgs 266 - 273

Do Example 8

Then do Exercises:
87, 89 (refer to section 4.1 example 9)
96, 97 (refer to example 8)

Then do Supplement 4.3 (custom section numbering which is 6.3 in old numbering) #1all

Concepts and Vocabulary:
4,6

Writing:
101 (no specific example to refer to, but regards entire chapter. Think about your answer to #6)
 
B) Section 4.5 - Simplifying Complex Rational Expressions
Pgs - 289 - 294

Read pg 289 and top of 290.
Do Examples 1 and 2
Read middle of pg 292 carefully.
Do Example 3

Then do Exercises:
1, 6, 9, 13, 17, 19, 23, 27, 31, 37, 39, 43, 47, 51 (refer to all examples but primarily example 3)

C) Section 4.4a - Solving Rational Equations
Pgs - 277 - 283

Read top of 277
Read Example 1a
Do Example 1b
Do Example 2
Read Example 3
Skip Example 4
Read Example 5a
Do Example 5b
Skip Examples 6,7, and 8
Read Example 9
Skip Example 10

Then do Exercises:
15, 19, 23, 29, 31, 39, 43, 47 (refer to examples 1, 3, and 5)
53, 57, 61, 65, 69 (refer to examples 2 and 3)
73, 77, 83 (refer to example 9)

Concepts and Vocabulary:
1, 2, 5, 6
Week 6 Due Tuesday, May 10th
Homework:

A) Section 4.1 - Introduction to Rational Functions
pgs 240 - 249

Read all of page 240 and top of 241
Read Example 2
Do Example 3
Read Example 4
Skip Examples 5 and 6
Do Example 7
Read "Making Connection" on pg 246
Skip Example 8
Do Examples 9 and 10

Then do the following exercises:
11, 13, 15 (refer to example 1)
18 (no example)
25, 27 (refer to example 2)
33, 35 (refer to example 3)
45, 47, 51, 54 (refer to example 4)
61, 65, 69, 73 (refer to example 7)
77, 83 Use your calculator to create the graphs but sketch graphs neatly on your paper and indicate where you look on the graph to find the solution
91 (refer to example 9)
95 (refer to example 10)
106, 108 (refer to examples 5, 6, or 8)

Then Do Concepts and Vocabulary:
1 and 6

Then Copy down the definitions of:
Rational Function (Yellow Box pg 240), Make a not on "Making Connections" on pg 243
Copy Down "Operations on Functions" (Yellow Box pg 248

Then do Supplement for section 4.1:
1 and 2

B) Section 4.2 - Multiplication and Division of Rational Expressions
Pgs 254 - 262

Do Examples 1 and 2
Read Example 3
Skip Example 4
Read Examples 5 and 6
Do Example 7
Skip Examples 8 and 9
Do Examples 10 - 12

Then do Exercises:
13, 17 (refer to example 3)
27, 35, 37, 41, 49, 51 (refer to examples 1 & 2)
53, 59 (refer to example 8)
63, 67, 69, 74, 81, 86, 87, 95, 97, 101, 103 (refer to examples 6, 7, 9, 10, and 11)
105, 107 (refer to section 4.1 example 9)
110 (refer to example 5)
111 (refer to example 12)

Copy "Quotients of Rational Expressions" in the yellow box on pg 259

Then do Supplement to 4.2 (custom section numbering which is 6.2 in the old numbering) #1all

C) Section 4.3 - Addition and Subtraction of Rational Expressions
Pgs 266 - 273

Read 266-267
Read Examples 2 and 3
Skip Example 4
Do Example 5
Skip Example 6
Do Example 7

Then do Exercises:
15, 19, 21 (refer to example 1)
25, 30 (refer to examples 2 & 3)
37, 45, 49, 53, 57, 63, 65, 69, 72, 75, 79, 83 (refer to examples 5-7)


FOR THOSE WANTING TO WORK AHEAD, The following is the rest of the 4.3 homework assignment which will be due Tuesday, May 17th:

A) Section 4.3 - Addition and Subtraction of Rational Expressions
Pgs 266 - 273

Do Example 8

Then do Exercises:
87, 89 (refer to section 4.1 example 9)
96, 97 (refer to example 8)

Then do Supplement 4.3 (custom section numbering which is 6.3 in old numbering) #1all

Concepts and Vocabulary:
4,6

Writing:
101 (no specific example to refer to, but regards entire chapter. Think about your answer to #6)
Week 5 NO HOMEWORK! Yeah!
Week 4 Due Thursday, April 28th

Homework:

A) Section 6.3 - Quadratic Equations
Pgs 444 - 452

Read examples 1 and 2
Do example 3
Read example 4
Do examples 5 and 6
Skip example 7
Read example 8
Do example 9

Then do the following exercises:
19a, 20a
21-27 odd, 29, 35, 39 (refer to example 1)
53, 55, 61 (refer to example 2)
71, 79, 81, 85 (refer to examples 5 and 6 and top of pg 449)
93, 95 as review practice
99, 103 be sure to sketch your tables and graphs (refer to examples 1 and 9)
116, 124, 126 (refer to examples 3 and 9)

Copy down what a quadratic equation is (Yellow box pg 445)
Copy down what the square root property is (Yellow box pg 447

Then do Concepts and Vocabulary exercises:
1, 3, 6, 7
 
Then do Supplement Section 6.3:
1, 3, 5

B) Section 6.4/5.7 - Quadratic Formula
Pgs 457 - 464 and 397 - 398

Skip down to the bottom of pg 458
Read Example 1, 2, and 3
Skip Example 4
Do Example 5
Read Example 6
 
Jump back to Section 5.7 pg 397 - 398
Read pages 397 and 398 but stop before "Addition, Subtraction, and Multiplication."
Do Example 1 on pg 398

Jump forward to Section 6.4 pg 463
Read Example 7
Do Example 8
Read Example 9
Skip Example 10

Then do the following exercises in Section 6.4:
15, 19, 25, and 31 (refer to examples 1, 2, 3)
33, 35, 37 (refer to example 5)
39 and 43 (refer to example 6)
55 (refer to example 5)

Then jump back to Section 5.7 and do the following exercises:
13 - 21 odd (Refer to example 1. Problems 19 and 21 refer to example 1 part (c).)

Then jump forward to Section 6.4 again and do the following:
57, 63, 69, 75, 83 (refer to examples 7 and 8)
114, 120, 122 (refer to example 4 or ask for help)
 
Then do Concepts and Vocabulary from Section 6.4:
4,6
 
Then Copy Down the following:
The Quadratic Formula (Yellow box pg 458)
Properties of “I” and The Expression sqrt(-a) (pages 397 and 398)
Week 3 Due Tuesday, April 19th
Homework:

A) 3.6 & 3.7 - Factoring and Solving Polynomial Equations Review

Do the following exercises:
3.6 - 19, 21, 23, 27, 31, 39, 43, 49, 57
3.7 - 13, 17, 21, 23, 25, 29, 31, 45, 49, 53, 67, 71
Flip through the examples from the sections as necessary to remind yourself how to do the different kinds of problems.
 
B) 6.1 Quadratic Functions and their Graphs
Pgs 416 – 425
 
Read pgs 416 – 417
Do Examples 2 & 3
Skip Example 4
Read Example 5
Do Example 6
Read Examples 7 & 8
Do Example 9
 
Then do the following exercises:
17, 21, 23 (refer to example 2)
31 (refer to example 1)
41, 49 (refer to example 3)
61, 63 (refer to example 5)
69, 73 (refer to example 8)
75, 77, 79 (refer to example 9)
89 (refer to example 6)
91 (refer to example 7)
 
Then do Concepts and Vocabulary:
2, 3, 8, 13
 
Then Copy the definitions of :
Quadratic Function, vertex, axis of symmetry, and vertex formula

C) 6.2 - Parabolas and Modeling
Pgs 430 – 439
 
Read pages 430 and 431
Do Examples 1 & 2
Read Example 3
Skip Example 4
Read Example 5
Do Example 6
Skip Examples 7 & 8
 
Then do the following exercises:
15, 19 (refer to example 1)
27, 31, 33, 37 (refer to example 2)
46, 51 (refer to example 3)
63, 65, 69, 73, 75, 77 by completing the square! (refer to example 6)
 
Then do Concepts and Vocabulary:
2, 6, 9, 10
 
Then Copy the definitions of:
CVertical and Horizontal Translations of Parabolas in yellow box at top of pg 432, vertex form
 
Then do Supplement section 6.2:
1, 2
Week 2 Due Tuesday, April 12th
Homework:

A) Section 2.3 - Linear Inequalities
Pgs 107 - 114

Read pgs 107 - 110
Read Examples 1 and 2
Do Example 3 
Read Example 4
Do Example 5
Read Example 6

Then do the following exercises:
27, 35, 39, 41 (refer to examples 1 & 2)
45, 47, 51 (refer to section 1.1 domain examples and examples 1 & 2 in this section)
55, 57 (refer to example 3)
59, 61, 63, 65, 71, 75, 80 (refer to examples 4 & 5)
67, 105 (refer to example 6)

Then do Concepts and Vocabulary:
2, 7

Then Copy the definitions of:
Inequality, solution to an inequality, set-builder notation, and linear inequality from the chapter.

B) 2.4 - Compound Inequalities
Pgs 120 - 127

Read pg 120, Example 1, pg 121, and Example 2
Do Example 3
Read Example 4
Do Example 5
Read Examples 6 and 7
Do Example 8
Read Example 9

Then do the following exercises:
9, 11 (refer to example 1)
43, 47, 53, 57, 63, 67, 73, 77 (refer to examples 2, 3, 5)
83, 87, 95, 97 (refer to example 6)
121 (refer to examples 4 & 6)

Then Copy the definitions of:
Compound inequality, three-part inequality, intersection, and union from the chapter.

C) 2.5 - Absolute value Equations and Inequalities
Pgs 131 - 141
Read pgs 131 and 132
Do Example 1
Read pg 133 and Examples 2 & 3
Do Example 4
Read Examples 5 & 6
Do Example 7
Read Pg 138
Do Example 8
Read Examples 9 - 12
Do Example 12

Then do the following exercises:
13 (review of definition of solution)
31, 37, 41, 45 (refer to examples 4-6)
61, 63, 65, 69, 71, 75, 77, 79 (refer to examples 8-10, 13)
85, 87 (refer to examples 2 & 7)
91, 93 (refer to examples 1, 2, 7)
101 (refer to examples 1, 2, 7 - 10, 13)
121, 123 (refer to example 11)
Week 1 Due Tuesday, April 5th
Each Homework Section is worth 20 points. This will generally be per book section but I may occasionally group two sections together if there are just chunks of each section I need you to look at.

There's a chapter and page number conversion chart in the right hand column!!!

Homework:

​A) Section 1.1 - Functions and Their Representations
Pgs 2 - 14

Read pgs 1-5
Skip Examples 1 and 2
Do Examples 3 and 4
Do Examples 6 and 7
Read Example 8
Do Examples 9 and 10

Then do the following exercises:
21, 29, 31 (refer to example 1)
35, 37 (refer to examples 2 and 4)
39, 41 (refer to example 5a and 5b)
43 (refer to example 4)
53, 55 (refer to example 2d)
59 (refer to example 2b)
65, 67 (refer to example 4)
73 (no direct example)
83, 87 (refer to example 10)
95, 99 (refer to example 7)
115, 117, 123 (refer to bottom of pg 111)

Then do Concepts and Vocabulary:
5, 6, 7, 10

Then Copy the definitions of: function notation, input, output, dependent variable, independent variable, verbal representation, numerical representation, symbolic representation, graphical representation, function, domain, and range from the chapter.

Then do Supplement section 1.1) 2, 3, 6, 8, 10
See Right hand column of this page for supplement.

B) Section 2.1 - Solving Linear Equations Numerically and Graphically
Pgs 78 - 89

Read pgs 78-79
Skip Example 1
Do Examples 2 and 3
Read Example 4
Skip Example 5
Do Examples 6 and 7
Read Examples 8, 9, and 10
Skip Example 11

Then do the following exercises:
17, 21 (refer to example 8 verification)
27, 35, 41, 45, 53, 57, 63 (refer to examples 2-4)
69, 75 (refer to example 6)
79, 85, 89 (refer to examples 6-9)
91 (refer to worksheet #6)
95, 99 (refer to example 10)
123, 125 (refer to examples 5 and 9)

Then do Concepts and Vocabulary:
8 and 9

Then copy the definitions of: linear equation, solution, and solution set.
In-Class Worksheets: