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The Algebra Buster
The Algebra Buster


May 24th









May 24th

Algebra 1

This syllabus is subject to change at the discretion of the instructor.

Course Content: Math 084 is the first half of the elementary algebra course .
Included in this course is; operations on signed numbers, linear equations, linear
inequalities, graphs of linear equations and inequalities, systems of lines
equations and operations on exponents, polynomials and factoring . The course
will include chapters 1–6.5 in the course textbook. Math 084 is a prerequisite for
Math
097-S.

Daily Schedule: Each class will begin with questions from the homework.
Check your homework sheet for specific problems. To succeed at the study of
Algebra 1, you will need to attend class and come prepared with homework
completed. Attendance is taken on a regular basis.

Homework: Daily homework as well as problems from each chapter test in the
text will be assigned. Assigned homework is a beginning point only; do more
problems if needed to fully understand the concepts. Homework that is to be
turned in for credit must be on time. Late papers will not be accepted. Further
information on homework that is to be submitted for credit will be given in class.

Supplies: All work must be done in pencil. A good eraser is a necessity for this
class. Two spiral bound notebooks 8.5 x 11 are required; one is to be used for
homework assignments, the other for in class notes. Graph paper will be needed
for work in Chapters 3 and 4. Scientific calculators may be used on all tests and
homework. Cell phone calculators are not allowed to be used on tests.

Cell phones and pagers: In consideration of others, turn ringers off and use
cell phones outside of the classroom. All cell phones must be turned off during
the test times and may not be answered during a test.

Tests: Students must be present the day a test is given in class. Make-up tests
will be given only if I am notified within 24 hours of the test and the student has
an excuse that is acceptable to me. If a student misses a test and does not meet
the criteria for a make-up test, a grade of “0” will be given. The final exam for the
9:00am class of Math 084 will be Thursday, December 16, 2004 from
8:00am-10:00am.

Grading: The final grade will be computed by adding the points earned on the
chapter tests, homework that is submitted for credit and class participation. An
average of 70% or greater is necessary to receive a ‘S’ grade and meet the
prerequisite for Math 097-S. This class is graded as “Satisfactory” or “No Credit”.

Tutoring: Tutoring for Math 084 students is available in the Math Learning
Center. One or two elective credits can be earned for attending tutoring
sessions. Information on credit will be available in the Math Learning Center. I
urge you to form your own study groups to help each other.

Classroom Etiquette: Math 084 is taught in a college environment. Please
respect other students by allowing a learning environment that is both pleasant
yet mindful of the quiet necessary for others to focus on what the instructor is
teaching.

Math Anxiety Bill of Rights
I have the right to learn at my own pace and not feel put down or stupid
if I’m slower than some one else.
I have the right to view myself as capable of learning math.
I have the right to ask whatever questions I have.
I have the right to ask the teacher or tutor for help.
I have the right to say “I don’t understand”.
I have the right to fell good about myself regardless of my abilities in the study of math.
I have the right to be treated as a competent adult.
I have the right to define success in terms of my own goals.

Homework Assignments
Work all of the assigned homework problems plus any additional homework (handouts)
distributed in class. Unless otherwise indicated, the problems assigned are the odd
numbered only. Additional homework assignment will be assigned to be submitted for
credit. Late papers will not be accepted without a ’late homework voucher.’
McKeague Elementary Algebra 7th Ed.

Section Topic Start Page Problems
  “Preface to the Student” xvii read
1.1 Notation and symbols 9 1 –73 and 83-97 odds
1.2 Real Numbers 19 1-29 odds;31,37,41,45,51,
55,59,63,65,67,77,79,83
1.3 Addition of real numbers   29 3,5,7,13,15,17,21-45 odds,
59,61,63,65,67,71,73
1.4 Subtraction of real numbers 36 1-73 every other odd; and
77,79,87,89,93,95
1.5 Properties of real numbers 45 3,5,7,11,13,15,19,21,23,25,
29,31,37,41,45,49-79 odds
1.6 Multiplication of real
numbers
53 1-79 every other odd and 93
1.7 Division of real numbers 59 1-81 every other odd and 77,
1.8 Subsets of real numbers  66 1-57 odds
1.9 Addition and subtraction with
fractions
73 1-45 odds 
  Chapter 1 Test 81 1 - 40
2.1 Simplifying Expressions 91 1 – 71 & 79-87 odds
2.2 Addition Property of Equality 99 1 – 61 odds
2.3 Multiplication Property of
Equality
107 1 – 67 odds
2.4 Solving Linear Equations 114 1 – 39 odds
2.5 Formulas 122 1 – 45 odds and 51–61
2.6 Applications 133 1 – 9 and 17-27 odds
2.7 More Applications 140 1-11,13,17,29
2.8 Linear Inequalities 149 1 – 65 odds
2.9 Compound inequalities 155 1-39 odds
  Chapter 2 Test 162 1-30 excluding #21
3.1 Paired Data and Graphing
Ordered Pairs
171 29 – 51 odds
3.2 Solutions to Linear
Equations in Two Variables
179 1 – 29 odds & 33
3.3 Graphing Linear Equations in
Two Variables
187 1 – 39 odds
3.4 More on Graphing:
Intercepts
192 1 – 43 odds
3.5 The Slope of a Line 200 1 – 33 & 37 odds
3.6 Finding the Equation of a
Line
209 1 – 45 odds
3.7 Linear inequalities in two
variables
216 1-27 odds
  Chapter 3 Test 222 all problems 1 - 16
4.1 Solving Linear Systems by
Graphing
231 1 – 33 odds
4.2 The Elimination Method 241 1 – 41 odds
4.3 The Substitution Method 249 1 – 39 odds
4.4 Applications 255 1 – 27 odds
  Chapter 4 Test 262 all problems 1 - 14
5.1 Multiplication With
Exponents
271 1 - 91 odds
5.2 Division With Exponents 282 1 – 89odds
5.3 Operations With Monomials 290 1 – 69 odds
5.4 Addition and Subtraction of
Polynomials
295 13 – 47 odds
5.5 Multiplication With
Polynomials
300 1 - 63 odds
5.6 Binomial Squares and Other
Special Products
305 1 – 61 odds
5.7 Dividing a Polynomial by a
Monomial
310 1 – 53 odds
5.8 Dividing a Polynomial by a
Polynomial
315 1 – 31 odds
  Chapter 5 Test 321 all problems 1 - 28
6.1 The Greatest Common Factor &
Factoring by Grouping
330 1 – 61
6.2 Factoring Trinomials 335 1 – 67
6.3 More Trinomials to Factor 341 1 – 53
6.4 The Difference of Squares 345 1- 61
6.5 Factoring: A General Review 349 all problems 1 - 63
6.6 Solving Equations by Factoring 355 1 – 73
6.7 Applications 364 1 – 27
  Chapter 6 Test 372 all problems 1 - 30
7.1 Reducing Rational Expressions
to Lowest Terms
380 1 – 43
7.2 Multiplication and Division of
Rational Expressions
389 1 – 45
7.3 Addition and Subtraction of
Rational Expressions
397 1 – 49
7.4 Equations Involving Rational
Expressions
403 1 – 41
7.5 Applications 411 1 – 23
7.6 Complex Fractions 417 1-29
7.7 Proportions 423 1-27
7.8 Variation 428 1-33
  Chapter 7 Test 434 all problems 1 - 19
8.1 Definitions and Common Roots 443 1 – 67
8.2 Properties of Radicals 451 1 – 61
8.3 Simplified Form for Radicals 457 1 – 47
8.4 Addition and subtraction of
radical expressions
462 1-57
8.5 Multiplication and Division of
Radicals
468 1-59
8.6 Equations Involving Radicals 473 1-33 and #47
  Chapter 8 Test 480 all problems 1 – 25
9.1 More Quadratic Equations 490 1 – 43 and # 49
9.2 Completing the Square 496 1 – 45
9.3 The Quadratic Formula 503 1 – 35
9.4 Complex Numbers 507 1-41
9.5 Complex Solutions to Quadratic
Equations
510 1-43
9.6 Graphing Parabolas 517 1 – 27
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