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College Algebra

MATH 120
Fall 2026 · Aug 31 – Dec 18, 2026 Prof. Calloway · Silver Oak University Fictional sample

~ Prof. Calloway's edition · Fall 2026 · built with thecoursemaker.com

This is a complete, term-paced course — sixteen weeks, every component, generated and ready to import. It's the kind of edition an instructor owns: paced to a real calendar, editable in Canvas, your name on every page. Browse the whole thing below — click any piece to read it in full, then click back to return here.

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Fictional sample. Silver Oak University and Prof. Calloway are fictional, used only to demonstrate the product — no real institution, course, or person is implied or endorsed. (Original objectives written from the standard College Algebra body of knowledge; not copied from any school's course outline.)

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The syllabus

Policies, schedule, and grading

Read the full course syllabus

Fictional sample for demonstration. Silver Oak University and Prof. Calloway are fictional, used to showcase thecoursemaker.com. No real institution, course, or person is implied or endorsed.

Course College Algebra · MATH 120
Institution Silver Oak University · Department of Mathematics
Term Fall 2026 · 16 weeks (Aug 31 – Dec 18)
Units 4
Modality In-person
Meeting pattern Two 75-minute sessions per week (150 min/week of instruction)
Prerequisite Intermediate algebra or equivalent placement
Instructor Prof. Calloway
Office hours Posted on the course homepage; drop-in and by appointment
Contact Through the course messaging tool (replies within 1 business day)

Course Description

College Algebra is a one-semester, transfer-level course that builds the algebraic fluency and the function sense you'll carry into statistics, business, science, and further mathematics. We move along the natural arc of the subject — numbers and expressions → equations and inequalities → functions and their graphs → polynomials and quadratics → rational, radical, exponential, and logarithmic functions — and at each step we lead with the plain-language idea before the procedure, then show every step of a worked example.

The emphasis throughout is on doing algebra correctly and reading what it means. We compute by hand on small cases to build fluency, use a free graphing tool (Desmos or GeoGebra) to see and check the functions, and adopt a "graph-it-and-interpret" stance for the function work. A weekly AI-tutor tutorial gives you a low-stakes place to practice — and to catch the chatbot's algebra mistakes, a habit this course returns to every week. Examples are drawn from everyday situations: money, growth, distance, and measurement.


Learning Objectives

By the end of the course, you will be able to:

  1. Simplify algebraic expressions using the properties of real numbers, the order of operations, and the rules of integer exponents.
  2. Solve linear equations and inequalities in one variable, including absolute-value equations and inequalities.
  3. Use function notation; determine the domain and range of a function; evaluate functions and form their sums, differences, products, quotients, and compositions.
  4. Analyze linear functions — slope, intercepts, and forms of a line — and solve systems of linear equations and inequalities.
  5. Add, subtract, and multiply polynomials and factor polynomial expressions.
  6. Solve quadratic equations by factoring, completing the square, and the quadratic formula, and analyze quadratic functions and their graphs.
  7. Analyze polynomial and rational functions and simplify and solve rational and radical expressions and equations, including expressions with rational exponents.
  8. Analyze exponential and logarithmic functions and solve exponential and logarithmic equations and applied problems.

Student Learning Outcomes (SLOs)

  • SLO A — Procedural reasoning. Apply algebraic procedures accurately to simplify expressions and solve equations, showing correct steps and arriving at correct results.
  • SLO B — Representation & communication. Connect symbolic, numerical, and graphical representations of relationships and interpret algebraic results in context.

Required Materials

There is no required textbook, and you will pay nothing for course materials. Readings are delivered as links to external resources posted in each weekly module. The reading load is intentionally light and is meant to support, not replace, the in-class work and practice.

You will need:

  • A device with a web browser and internet access.
  • A graphing toolDesmos (free, web-based) or GeoGebra — for graphing and checking your work.
  • A calculator (a scientific calculator or your phone's calculator is fine for the homework; bring a stand-alone scientific calculator for quizzes and exams).
  • Access to one approved AI chatbot for the weekly Lecture Tutorials and adaptive activities (see the AI-Use Policy below).

Grading

Your course grade is the weighted total of the groups below. Weights sum to 100%.

Assignment group Weight Notes
Lecture tutorials 5% 14 weekly AI-tutor tutorials; submit the conversation share link
Quizzes 15% 14 quizzes (every instructional week — W1–7, 9–15)
Practice exercises 0% Ungraded; weekly, for mastery practice
Assignments 20% 14 assignments (every instructional week — W1–7, 9–15)
Discussions 10% 15 discussions (every week except W16; W8 is the midterm debrief)
Midterm 20% Week 8
Final 30% Week 16
Total 100%

Attendance is tracked at every session but is not weighted (see the Attendance Policy).

Letter-Grade Scale

Grade Range
A 90–100%
B 80–89.9%
C 70–79.9%
D 60–69.9%
F below 60%

Late & Make-Up Policy

  • Late penalty: 10% per day. Submitted work loses 10 percentage points of its earned score for each day (or part of a day) it is late.
  • Quizzes, the Midterm, and the Final are time-bound. Make-ups are arranged only for documented emergencies — contact Prof. Calloway as early as possible, ideally before the due date.
  • Practice exercises are ungraded and exist for your benefit; the late penalty does not apply to them.
  • If something serious is getting in the way of your work, reach out early. It is almost always easier to arrange support before a deadline than to repair a grade after it.

AI-Use Policy

This course requires you to use AI as a learning partner on your coursework, and it draws a clear line for the closed assessments. Read this section carefully.

Approved chatbots

You must use one of these three approved AI chatbots:

  • Gemini
  • Claude
  • ChatGPT

The free tier of any of these is sufficient. You may pick whichever you prefer.

AI in this course (adaptive-learning activities)

Your Lecture Tutorials, Discussions, and Assignments are adaptive-learning activities you complete with the chatbot:

  • Weekly Lecture Tutorials — work through the week's ideas in conversation, then submit the conversation share link and your Completion Summary.
  • Discussions — think a question through in a real-time dialogue with the chatbot, then post the AI-generated summary plus your chat share link to the discussion board (and reply to peers).
  • Assignments — solve AI-posed algebra problems with a chatbot coach that grades and teaches you as you go, then submit the coach's self-scored report (the line beginning STUDENT'S SCORE:) plus your chat share link.

For all three, the share link is part of your submission — treat the conversation as your work, keep it on-topic, and do your own thinking. A standing habit in this course: the chatbot drafts, you check — it will sometimes drop a solution, mis-simplify, or mishandle a domain, and catching that is part of the learning.

Permitted vs. not permitted

  • AI may be used on your coursework — the Lecture Tutorials, Discussions, Assignments, and the ungraded Practice Exercises. (For the adaptive activities above, working with the chatbot is the activity.)
  • AI may not be used on the Quizzes, the Midterm, or the Final — these are closed to AI and must be entirely your own work. Quizzes and exams are built from auto-gradable items and are meant to confirm that you can do the algebra.

Disclosure

The adaptive activities (tutorials, discussions, assignments) need no separate disclosure — the share link already documents your AI use. If you use an AI tool to help you think about any other graded work, add a one-line note stating which tool you used and how.

Alignment with academic integrity

Using AI as described here is encouraged and fully consistent with the integrity standard below. The violations are fabricating or doctoring a chat you submit, and using AI on the closed assessments (Quizzes, Midterm, Final). When in doubt, ask before you submit.


Attendance Policy

This is an in-person course that meets twice a week, and the in-class work — worked examples, think-pair-share, the graphing-and-AI-critique moments — is where much of the learning happens.

  • Attendance is tracked at every session. It is not part of your weighted grade, but a strong attendance record is expected and consistent absence will show in your performance.
  • Arrive on time, stay for the full session, and engage professionally with your classmates and instructor.
  • If you must miss a session, notify Prof. Calloway in advance when possible and review the module materials to catch up. You remain responsible for any content, announcements, and due dates from a missed class.

Academic Integrity

You are expected to do your own work and to represent it honestly. Cheating, plagiarism, unauthorized collaboration, and submitting another's work — human or AI — as your own are violations of academic integrity and will be handled according to university policy, which may include a failing grade on the work or in the course. Collaboration is welcome where an assignment invites it; when in doubt about what is allowed, ask first. Holding to this standard is what makes your grade — and your degree — mean something.

Accessibility: Silver Oak University is committed to equal access. Students who need accommodations should contact the campus disability services office to arrange them; notify Prof. Calloway early in the term so supports can be in place. (Placeholder — institutions should insert their official accessibility, Title IX, and integrity statements here.)


Course Schedule — Fall 2026 (16 Weeks)

Term runs Aug 31 – Dec 18. Campus holidays: Labor Day (Sep 7), Veterans Day (Nov 11), Thanksgiving (Nov 26–27). Week 16 is reserved for finals. Dates are the Monday of each week.

Wk Week of Focus Key assessments due
1 Aug 31 Real Numbers, Exponents & Algebraic Expressions Quiz 1; Discussion 1; Assignment 1
2 Sep 7 Linear Equations & Inequalities (Labor Day, Sep 7) Quiz 2; Discussion 2; Assignment 2
3 Sep 14 Functions: Notation, Domain & Range Quiz 3; Discussion 3; Assignment 3
4 Sep 21 Linear Functions & Their Graphs Quiz 4; Discussion 4; Assignment 4
5 Sep 28 Systems of Linear Equations & Inequalities Quiz 5; Discussion 5; Assignment 5
6 Oct 5 Polynomials & Factoring Quiz 6; Discussion 6; Assignment 6
7 Oct 12 Quadratic Equations Quiz 7; Discussion 7; Assignment 7
8 Oct 19 Midterm Review & Exam Midterm; Discussion 8
9 Oct 26 Quadratic Functions & Their Graphs Quiz 9; Discussion 9; Assignment 9
10 Nov 2 Polynomial & Rational Functions Quiz 10; Discussion 10; Assignment 10
11 Nov 9 Rational Expressions & Equations (Veterans Day, Nov 11) Quiz 11; Discussion 11; Assignment 11
12 Nov 16 Radicals, Rational Exponents & Radical Equations Quiz 12; Discussion 12; Assignment 12
13 Nov 23 Exponential Functions (Thanksgiving, Nov 26–27) Quiz 13; Discussion 13; Assignment 13
14 Nov 30 Logarithmic Functions Quiz 14; Discussion 14; Assignment 14
15 Dec 7 Exponential & Logarithmic Equations & Applications Quiz 15; Discussion 15; Assignment 15
16 Dec 14 Final Review & Exam Final

Practice exercises and a Lecture Tutorial are part of every week's module; the table lists the graded touchpoints. The schedule may be adjusted with advance notice; changes will be announced in the course.


Weighted gradebook

Assignment groups & weights

Configured in the export — the gradebook is set the moment the course is imported.

Assignment groupWeightNotes
Lecture tutorials5%
Quizzes15%
Practice exercises0%Not weighted
Assignments20%
Discussions10%
Attendance0%Not weighted
Midterm20%
Final30%
Late policy10%/dayPer day late
Total100%Letter Standard
Objectives & outcomes

What students will be able to do

Objective 1

Simplify algebraic expressions using the properties of real numbers, the order of operations, and the rules of integer exponents.

Objective 2

Solve linear equations and inequalities in one variable, including absolute-value equations and inequalities.

Objective 3

Use function notation; determine the domain and range of a function; evaluate functions and form their sums, differences, products, quotients, and compositions.

Objective 4

Analyze linear functions — slope, intercepts, and forms of a line — and solve systems of linear equations and inequalities.

Objective 5

Add, subtract, and multiply polynomials and factor polynomial expressions.

Objective 6

Solve quadratic equations by factoring, completing the square, and the quadratic formula, and analyze quadratic functions and their graphs.

Objective 7

Analyze polynomial and rational functions and simplify and solve rational and radical expressions and equations, including expressions with rational exponents.

Objective 8

Analyze exponential and logarithmic functions and solve exponential and logarithmic equations and applied problems.

SLO A

Apply algebraic procedures accurately to simplify expressions and solve equations, showing correct steps and arriving at correct results.

SLO B

Connect symbolic, numerical, and graphical representations of relationships and interpret algebraic results in context.

About this sample — read this first

This sample deliberately includes every possible component, every week, so you can see the full range of what The Course Maker generates — lecture outline, AI-tutor tutorial, practice, slides, quiz, discussion, readings, assignment, and a module overview, plus the midterm and final bundles. Most real courses are lighter than this. At setup you choose what to include, and you can spread discussions, quizzes, and assignments across alternating weeks to fit your course and your pace. (The syllabus above shows one such lighter, realistic cadence; the outline below shows the full kitchen sink.) You choose; you own it.

Traditional or adaptive

Discussions & assignments: traditional or adaptive

Every discussion and every assignment can be generated in one of two modes — your choice at setup. Same learning objectives and the same rubric either way; what changes is how the work happens.

Traditional

The familiar way

The course posts a prompt or a problem set. The student does the work themselves and submits it, and the instructor grades it against the included rubric. No AI required.

Adaptive · bring-your-own-AI

Work it through with an approved chatbot

The student does the work in a guided conversation with their own approved chatbot — Gemini, Claude, or ChatGPT — using a copy-paste prompt the course provides. For a discussion, the AI is a Socratic partner that challenges their thinking and never writes the post; the student posts a short summary plus a link to the chat. For an assignment, the AI is a coach and grader: it gives problems one at a time, scores each against the embedded rubric, teaches through mistakes, and lets the student retry a fresh variant to raise their score — then outputs a self-scored report (first line STUDENT'S SCORE: X/100) submitted with the chat link.

This sample course is set to adaptive — the traditional version of any item is one setting away. Open any week's discussion or assignment to see both side by side.

The full 16 weeks

Every week, every component

Each week is a heading; every component under it links to the full artifact. Exam weeks carry the midterm/final bundle instead of the weekly quiz, tutorial, practice, and assignment.