MAT1033 Intermediate Algebra Syllabus and Course Structure

Course Overview

Introduction

This syllabus outlines the structure, policies, and content for MAT1033 - Intermediate Algebra at Pensacola State College. The course is designed to prepare students for College Algebra by covering foundational algebraic concepts and problem-solving techniques.

• Course Name: Intermediate Algebra

• Course Number: MAT 1033

• Credit Hours: 3

• Instructor: Mr. Joshua D. Sawyer

• Required Materials: MyLab Math Access Code, Scientific Calculator, Computer with Internet

Course Topics and Structure

Main Topics Covered

The course covers a wide range of intermediate algebra topics, organized into chapters and sections. These topics align with standard intermediate algebra curriculum and include:

• Factoring Polynomials

• Algebraic Fractions (Rational Expressions)

• Radicals and Rational Exponents

• Complex Numbers

• Quadratic Equations

• Rational Equations

• Linear Equations and Inequalities in Two Variables

• Graphs of Equations and Inequalities

• Systems of Linear Equations and Inequalities

• Introduction to Functions

• Applications of Algebraic Concepts

Weekly Schedule and Chapter Breakdown

The course is structured by weekly topics, each corresponding to textbook sections. Below is a summary of the main chapters and their focus:

• Chapter 2: Equations, Inequalities, and Problem Solving

• Chapter 3: Graphs and Functions

• Chapter 4: Systems of Equations and Inequalities

• Chapter 5: Exponents, Polynomials, and Factoring

• Chapter 6: Rational Expressions and Equations

• Chapter 7: Radicals, Rational Exponents, and Complex Numbers

• Chapter 8: Quadratic Equations and Functions

Each chapter is divided into sections focusing on specific skills, such as solving equations, graphing, factoring, and simplifying expressions.

Grading and Assessment

Grade Calculation

Grades are based on a total of 1000 points, distributed as follows:

Assessment	Points
Online Homework	250
Tests 1, 2, and 3	450 (150 each)
Final Exam	300
Total	1000

Grading Scale

Percentage	Letter Grade
90 – 100%	A
88 – 89%	B+
80 – 87%	B
78 – 79%	C+
70 – 77%	C
68 – 69%	D+
60 – 67%	D
0 – 59%	F

Course Policies

Attendance and Make-up Tests

• Attendance: Regular attendance is required. Four or more consecutive absences may result in withdrawal.

• Make-up Tests: No make-up tests. The lowest test grade (from Tests 1-3) may be replaced by the final exam score if it improves the grade.

• Final Exam: Mandatory for all students; no exemptions or early exams.

Academic Integrity and Conduct

• Academic Integrity: Students must adhere to college policies regarding honesty and conduct.

• Code of Student Conduct: Disruptive or harmful behavior may result in removal from class and further disciplinary action.

Support and Resources

• Tutoring: Free math tutoring is available in the Math Lab.

• ADA Services: Students with disabilities should register with the Student Resource Center for ADA Services for accommodations.

• Companion Website: Canvas is used for course information, grades, and communication.

Sample Chapter Topics

Chapter 2: Equations, Inequalities, and Problem Solving

• Linear Equations: Solving equations of the form $ax + b = c$

• Linear Inequalities: Solving and graphing inequalities

• Compound Inequalities: Solving expressions like $a < x < b$

• Absolute Value Equations: Solving $|x| = a$ and $|x| < a$

Chapter 3: Graphs and Functions

• Graphing Functions: Plotting points and interpreting graphs

• Linear Functions: Understanding slope and y-intercept

• Equations of Lines: Forms such as $y = mx + b$

Chapter 4: Systems of Equations

• Solving Systems: Methods include substitution and elimination

• Systems of Inequalities: Graphing and interpreting solution sets

Chapter 5: Exponents, Polynomials, and Factoring

• Factoring: Techniques such as grouping, trinomials, and special products

• Solving by Factoring: Setting factors equal to zero to solve equations

Chapter 6: Rational Expressions

• Adding/Subtracting Rational Expressions: Finding common denominators

• Simplifying Complex Fractions: Reducing expressions to simplest form

• Solving Rational Equations: Clearing denominators and solving

Chapter 7: Radicals, Rational Exponents, and Complex Numbers

• Radical Expressions: Simplifying and rationalizing denominators

• Rational Exponents: Converting between radical and exponent form

• Radical Equations: Solving equations involving square roots

Chapter 8: Quadratic Equations and Functions

• Solving Quadratics: Methods include factoring, completing the square, and quadratic formula

• Quadratic Functions: Graphing parabolas and analyzing vertex form

Conclusion

MAT1033 Intermediate Algebra provides a comprehensive foundation in algebraic concepts, preparing students for advanced mathematics. The syllabus details course structure, grading, and policies, ensuring students understand expectations and resources available for success.