Part of the expanding PassProfessor catalog: This program is built — 983 original practice questions covering the full scope of a finite mathematics course, organized chapter by chapter — and it opens soon. Join the notify list and we will email you the day it launches.
This program is part of the expanding PassProfessor catalog — join the notify list and we’ll email you when enrollment opens.
PassProfessor’s Finite Mathematics program is a chapter-simulation program for students taking a finite mathematics course. You pick the course, then pick the textbook and edition your class uses, and the program builds chapter-based simulation exams optimized for that book’s chapter order — so the practice you do this week matches the chapter your instructor is teaching this week. The bank holds 983 original questions across 10 chapters plus three Finite Mathematics in Depth sets spanning algebra, finance, and probability, plus an Applied Analysis set and a Synthesis and Integration set, covering linear functions and mathematical models, systems of linear equations and matrices, matrix algebra and applications, linear programming by graphical and simplex methods, the mathematics of finance — interest, annuities, and amortization, sets, logic, and counting principles, probability, conditional probability, and Bayes’ theorem, random variables, expected value, and decision analysis, and Markov chains and game theory. There is no licensing exam at the end of a finite mathematics course — there is your instructor’s exam, chapter by chapter — and this program is built to rehearse exactly that.
PassProfessor’s Finite Mathematics program is a chapter-simulation program for the undergraduate finite mathematics course: 983 original practice questions across 10 chapters plus three Finite Mathematics in Depth sets, an applied set, and a synthesis set, organized by textbook and edition so chapter drills and timed simulation exams match the chapter your instructor is teaching. It rehearses your instructor’s chapter tests and finals — there is no licensing exam for a college course — with results reported by chapter.
What this program is — and what it is not
It is a simulation of your course, not a licensing product. Licensing-exam prep rehearses one fixed, official exam. A college course works differently: your instructor chooses the textbook, sets the chapter order, and writes the exams. This program is designed around that reality. The textbook-and-edition selector aligns the simulations to the chapter sequence of the book your course actually uses, and chapter drills let you practice one chapter at a time, at the point in the semester when you need it.
It is not published, sponsored, or endorsed by any textbook publisher or author. PassProfessor is an independent study provider. The program is never branded or titled under a textbook’s name, and nothing in it reproduces textbook text, textbook figures, or a publisher’s test bank. Selecting your textbook only tells the program which chapter order to organize your practice around.
Every question is original. The bank was built from the published structure of a finite mathematics course — the standard chapter sequence and topic scope the discipline itself uses — and every stem, scenario, and answer option was written from scratch and checked against verified disciplinary facts. Sources supplied facts and course structure only; the questions are ours.
What’s included
983 questions, organized the way your course is organized. The bank follows a 10-chapter structure that mirrors the standard finite mathematics course, from linear functions and mathematical models through Markov chains and game theory, plus three Finite Mathematics in Depth sets spanning algebra, finance, and probability, plus an Applied Analysis set and a Synthesis and Integration set. The full chapter-by-chapter breakdown is in the coverage table below.
Chapter drills. Practice a single chapter — only that chapter — until the misses stop repeating. Finished the finance lectures? Drill that chapter until annuity and amortization setups feel automatic. Probability test in ten days? Work the Bayes chapter in sequence, the way your course presents it.
Chapter-based simulation exams. When a chapter test or a unit exam approaches, sit a timed simulation built from the chapters it covers, in the proportions your selected textbook’s organization suggests. Simulations draw questions you have not seen first, so a second or third run at the same chapter is a fresh test, not a memory exercise.
A textbook-and-edition selector. Different textbooks divide the same material into chapters differently — one book’s single chapter is another book’s two. When you select the textbook and edition your course uses, the program maps its bank onto that book’s chapter organization, so the chapter number in your practice means the same chapter in your syllabus.
Results broken down by chapter and topic. Your practice results report by chapter, so a weak area — say, the simplex method, or Bayes’ theorem — shows up in your data while there is still time to fix it, not for the first time on a graded exam.
A note on editions and course versions. Instructors adopt different textbooks and different editions of the same textbook, and departments periodically revise the course itself. The bank’s organization follows the discipline’s standard chapter structure — the sequence the field itself teaches — and the selector maps that structure onto your edition’s numbering, so a chapter that your book splits in two, or merges into one, still lines up with the practice built for it. Where an instructor reorders chapters, chapter drills can be assembled in your course’s order; the practice follows the syllabus, not the other way around.
The course at a glance
Finite Mathematics has no single official exam, so there is no official exam-facts table to publish — your instructor’s syllabus is the authority for your course’s test dates, formats, and grading. What is standard is the scope of the discipline itself, summarized here as course background. For the full picture of what a finite mathematics course covers and how to study it, see our Finite Mathematics study guide.
| Undergraduate finite mathematics — the course this program simulates | |
|---|---|
| Course type | Undergraduate college course (an applied mathematics course for business, social-science, and liberal-arts majors; commonly fulfills a quantitative-reasoning requirement and supports business coursework, with unit emphasis varying by institution) |
| Standard scope | Linear functions and mathematical models; systems of linear equations and matrices; matrix algebra and applications; linear programming — graphical method; linear programming — simplex method and duality concepts; mathematics of finance — interest, annuities, and amortization; sets, logic, and counting principles; probability — rules, conditional probability, and Bayes’ theorem; random variables, expected value, and decision analysis; Markov chains and game theory |
| How the course is assessed | Instructor-set chapter tests, unit exams, and a final — formats and weights vary by instructor and institution |
| This program’s bank | 983 original questions across 10 chapters + Finite Mathematics in Depth, applied, and synthesis sets |
| Program format | Chapter drills and chapter-based simulation exams, organized by your selected textbook/edition |
How the practice maps to the course
Every question in the bank carries the chapter it belongs to. Counts below are the bank itself, counted question by question from the delivered file — they sum to 983.
| Chapter | Practice questions |
|---|---|
| 1. Linear Functions and Mathematical Models | 51 |
| 2. Systems of Linear Equations and Matrices | 51 |
| 3. Matrix Algebra and Applications | 50 |
| 4. Linear Programming: Graphical Method | 51 |
| 5. Linear Programming: Simplex Method and Duality Concepts | 51 |
| 6. Mathematics of Finance: Interest, Annuities, and Amortization | 48 |
| 7. Sets, Logic, and Counting Principles | 50 |
| 8. Probability: Rules, Conditional Probability, and Bayes’ Theorem | 48 |
| 9. Random Variables, Expected Value, and Decision Analysis | 49 |
| 10. Markov Chains and Game Theory | 51 |
| Finite Mathematics in Depth I | 101 |
| Finite Mathematics in Depth II | 85 |
| Finite Mathematics in Depth III | 101 |
| Applied Analysis | 100 |
| Synthesis and Integration | 96 |
| Total | 983 |
Depth follows the bank’s own structure: the Finite Mathematics in Depth I set (101 questions) and the Depth III set (101 questions) are the bank’s largest sets, and the five layer sets together carry 483 questions — nearly half the bank is second-pass and integrative material, matching a course whose finals combine toolkits without labeling them.
How to use it
- Join the notify list today. When the program opens, set up your course first: select Finite Mathematics, then select the textbook and edition your syllabus names.
- Drill the chapter you are in. After each lecture block, drill that chapter while the material is current. Short, chapter-matched practice beats a single long session the night before the test.
- Watch your chapter breakdown. Your results show which chapters are costing you. Return to the weakest chapter’s drill before moving on — finite mathematics is a chain of toolkits — linear models feed systems and matrices, matrices feed linear programming, counting feeds probability, and probability feeds expected value, Markov chains, and games — so a procedure missed in one unit is usually the same procedure another unit assumes.
- Simulate before each graded test. In the days before a chapter test or unit exam, sit a timed simulation over exactly the chapters it covers. Practice the pacing and the question style, not just the facts.
- Use the integrated set before midterms and finals. The cross-chapter questions combine chapters the way cumulative exams do. They are the closest rehearsal for a final that reaches back to the start of the term.
Frequently asked questions
Is this a licensing exam prep program? No. Finite mathematics is a college course, not a licensed credential, and there is no official exam at the end of it. This is a chapter-simulation program: it rehearses the tests your own instructor gives, chapter by chapter, using original questions built to the standard scope of the undergraduate course.
How many practice questions are in the program? The bank holds 983 original questions: the 10 chapters of the standard course, three Finite Mathematics in Depth sets, an Applied Analysis set, and a Synthesis and Integration set. Every question is tagged to its chapter, so drills and simulations can be built over exactly the chapters your test covers.
Which textbook does the program follow? The program is organized around the standard chapter structure of the finite mathematics course, and the textbook-and-edition selector maps the bank onto your book’s chapter order when you set up your course. No textbook is named, branded, or reproduced — the selector only aligns chapter numbering.
How is finite mathematics different from college algebra or calculus? Finite mathematics is a toolkit course — linear models, matrices, linear programming, finance, counting, probability, and discrete dynamics — chosen for business and social-science applications. College algebra builds function fluency toward calculus; calculus studies continuous change. The courses share algebra skills and diverge in purpose.
Does my course include all ten chapters? Instructors and institutions vary the unit list and order — some sections weight finance or probability more heavily, and some treat logic or game theory briefly. The bank follows the standard full structure; your syllabus states your section’s chapters, and drills can be built over exactly those.
What are the Depth, Applied Analysis, and Synthesis sets? Second-pass material. The Finite Mathematics in Depth sets revisit the course in three layered sets at finer distinction; Applied Analysis presents modeled scenarios; Synthesis and Integration combines toolkits the way cumulative finals do — counting inside probability inside expected value.
Can I practice just one chapter? Yes — that is the core of the design. Chapter drills draw only from the chapter you select, and simulation exams can be built over any set of chapters, so your practice can match a single chapter test, a unit exam, or a cumulative final.
What calculator does the course expect? Calculator policy is set by your instructor and syllabus, and varies by institution and section. The program rehearses the procedures and setups themselves, which transfer to whatever tools your section permits.
Is the mathematics of finance the same as a finance course? No. This chapter teaches the time-value machinery — interest, annuities, amortization — that finance courses then apply to valuation and investment decisions. It is the mathematical foundation, taught inside a mathematics course, at the depth business programs specify.
When can I start using the Finite Mathematics program? Soon — the 983-question bank is complete and quality-checked, and the program is in final preparation. Join the notify list on this page and we will email you the day it opens.
Disclaimer
PassProfessor is an independent exam-preparation and study provider, based in Salt Lake City, UT and operating entirely online. This program is study preparation only: it is not affiliated with, endorsed by, or sponsored by any textbook publisher, textbook author, college, university, or instructor, and it reproduces no textbook content. Practice questions are original, written to the published structure and standard scope of a finite mathematics course; they are not questions from any instructor’s exam or any publisher’s test bank. Your course syllabus is the authority for your course’s schedule, formats, and grading.