CLEP Precalculus Exam Prep Course
Full course with 400+ practice questions and a practice exam
Self-paced prep for the CLEP Precalculus exam. 11 chapters covering all 6 content areas the exam tests, with a quiz after every subchapter. 48 questions in two sections, 90 minutes, with a TI-84 Plus CE graphing calculator in Section 1. A score of 50 earns 3 transferable college credits.
- Backup ACE/NCCRS credit path — earn the credit even if you don't pass
- Lifetime access — no deadlines, no expiry, study at your own pace
- Credits accepted at 2,900+ U.S. colleges
Pricing
$19 for this course with lifetime access, or $29 a month for all 28 CLEP subjects. Every plan also unlocks the ACE/NCCRS course in the same subject.
- All 11 chapters and 67 lessons
- Five-question quiz after every subchapter
- Readiness score tracker
- Trigonometry built into every unit
- Lifetime access, no expiry
- All 28 CLEP prep courses
- Every chapter, lesson and quiz
- Readiness tracker per subject
- Backup ACE/NCCRS credit path
- Cancel or pause anytime
- Lifetime access to all 28 subjects
- All current and future courses
- 12-month ACE/NCCRS backup path
- Pay once, never renew
What are ACE and NCCRS?
Two independent bodies that review online courses and recommend them for college credit. The American Council on Education (ACE) and the National College Credit Recommendation Service (NCCRS) put courses through faculty panels that assess rigor and learning outcomes, then publish a credit recommendation. When you complete one, the credentialing body issues an official transcript you send to your college — the same kind of transfer credit a student moving from another university would bring with them.
- Reviewed by faculty panels, not by the course provider
- Official transcript issued on completion
- Recognized at 2,100+ colleges, many of which also take CLEP and DSST
Both routes, one plan
Buying CLEP Precalculus prep also opens the ACE/NCCRS course in the same subject — Precalculus — at no extra cost. So exam day isn't the only way through. If the score doesn't land, the course is already sitting in your account: complete it self-paced, no proctor and no 90-minute timer, and earn the three credits through coursework instead.
- Same subject, same 3 semester hours, different path
- Unlocked automatically — no extra fee, no application
- CLEP can still be retaken after three months
Each college sets its own transfer policy, so confirm yours accepts the route you plan to use.
Check your college's policy before you buy. We keep 280+ school pages listing accepted exams, required scores and credits awarded.
Check your collegeCLEP Precalculus exam format and topics
The exam tests the skills needed for a first-semester calculus course, with most questions on functions and their properties. About 48 questions in two sections, about 90 minutes. Section 1 has 25 questions in about 50 minutes with an online TI-84 Plus CE graphing calculator; Section 2 has 23 questions in about 40 minutes with no calculator. Most questions are multiple choice, but some ask you to enter a numerical answer. Pass mark is 50.
| Content area | Weighting | Questions | What it covers |
|---|---|---|---|
| Representations of Functions: Symbolic, Graphical and Tabular | 30% | ≈14 | Operations and transformations on functions given as equations, graphs or tables; recognizing linear, quadratic, absolute value, square root, polynomial, rational, exponential, logarithmic, trigonometric, inverse trigonometric and piecewise functions |
| Algebraic Expressions, Equations and Inequalities | 20% | ≈10 | Operations on algebraic expressions; solving linear, quadratic, absolute value, polynomial, rational, radical, exponential, logarithmic and trigonometric equations and inequalities; linear and nonlinear systems |
| Functions: Concept, Properties and Operations | 15% | ≈7 | The concept of a function; domain and range; function notation; evaluation and inverse functions |
| Trigonometry and its Applications | 15% | ≈7 | Basic trigonometric functions and their inverses; ratios and identities in right triangles and on the unit circle; applying trigonometry to problems |
| Analytic Geometry | 10% | ≈5 | Lines, circles, parabolas, ellipses and hyperbolas |
| Functions as Models | 10% | ≈5 | Interpreting and building functions as models; translating between symbolic, graphical, tabular and verbal forms |
| 6 content areas | 100% | ≈48 | Two sections · about 90 minutes · score 50 for an ACE recommendation of 3 semester hours |
Trigonometry runs through most topics: College Board estimates that 30–40% of questions need right-triangle trigonometry or the properties of trigonometric functions, well beyond the 15% trigonometry row.
How hard is the exam?
Functions are the core of the exam, and trigonometry shows up far more than its 15% row suggests. The two sections split your skills: in Section 1 the TI-84 Plus CE can graph, find zeros and intersections, and generate tables, but Section 2 is calculator-free, so the unit circle, identities and exact values have to be memorized. A few questions need a typed numerical answer rather than a choice.
- Start with representations of functions — 30% of the exam
- Know unit-circle values and identities without a calculator
- Practice reading functions from tables and graphs, not just equations
Exam fee and booking
Register with College Board for $97. Test centers may add an administration fee. You can test at a center or remotely with a proctor, year-round. Scores are reported immediately for multiple-choice exams, and you send them to your college yourself.
- Passing score 50, for 3 semester hours
- Retake permitted after three months
- Free for active-duty military via DANTES
Section 2 is calculator-free, so exact trigonometric values and log rules must be second nature. The trigonometry chapters drill them before the applications chapter.
Check your collegeCourse chapters and lessons
11 chapters across 70 instructional hours. Expand any chapter to see the lessons inside it.
Chapter 1 Algebraic Foundations & Prerequisites
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1.1 Real Numbers, Order, and Absolute Value
Real numbers and absolute value, exponents and radicals, polynomials and factoring, rational expressions, and linear, absolute value, polynomial and rational inequalities.
- 1.2 Exponents, Radicals, and Rational Exponents
- 1.3 Polynomials: Operations and Factoring
- 1.4 Rational Expressions
- 1.5 Linear Inequalities and Absolute Value Inequalities
- 1.6 Polynomial and Rational Inequalities
- 1.7 Coordinate Geometry: Distance Formula, Midpoint Formula, and Circles
Chapter 2 Functions & Their Behavior
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2.1 Understanding Functions and Notation
Function notation, domain and range, rates of change and graph behavior, piecewise functions, composition, transformations and inverses — the core of the exam's function areas.
- 2.2 Domain and Range of Functions
- 2.3 Graphs, Rates of Change, and Graph Behavior
- 2.4 Piecewise-Defined Functions
- 2.5 Combining Functions: Arithmetic Operations and Composition
- 2.6 Transformations of Graphs
- 2.7 Inverse Functions and Their Properties
Chapter 3 Linear & Quadratic Functions
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3.1 Linear Functions and Their Representations
Linear models and their applications, absolute value functions, quadratic functions and their graphs, and solving quadratic equations and inequalities.
- 3.2 Graphing and Interpreting Linear Models
- 3.3 Applications of Linear Functions
- 3.4 Absolute Value Functions and Applications
- 3.5 Quadratic Functions and Their Graphs
- 3.6 Solving Quadratic Equations and Inequalities
- 3.7 Data Modeling with Linear Regression
Chapter 4 Polynomial & Rational Functions
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4.1 Complex Numbers and Operations
Complex numbers, power and polynomial functions, polynomial division, zeros and factors, polynomial inequalities, and rational functions and asymptotes.
- 4.2 Power Functions and Higher-Degree Polynomials
- 4.3 Analyzing Graphs of Polynomial Functions
- 4.4 Polynomial Division Techniques
- 4.5 Zeros and Factors of Polynomial Functions
- 4.6 Solving Polynomial Inequalities
- 4.7 Rational Functions and Their Graphs
- 4.8 Solving Rational Equations and Inequalities
- 4.9 Radical Functions and Inverse Relationships
Chapter 5 Exponential & Logarithmic Functions
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5.1 Exponential Functions and Growth/Decay Models
Exponential growth and decay, graphs and transformations of exponential and logarithmic functions, properties of logarithms, and solving exponential and logarithmic equations.
- 5.2 Graphs and Transformations of Exponential Functions
- 5.3 Logarithmic Functions and Their Meaning
- 5.4 Graphs and Transformations of Logarithmic Functions
- 5.5 Properties of Logarithms
- 5.6 Solving Exponential and Logarithmic Equations
- 5.7 Applications and Data Modeling
Chapter 6 Trigonometric Foundations
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6.1 Angle Measurement in Degrees and Radians
Degrees and radians, the unit circle, the six trigonometric functions, right-triangle trigonometry, and modeling with periodic functions — the foundation for the 30–40% of questions that use trigonometry.
- 6.2 The Unit Circle and the Sine and Cosine Functions
- 6.3 The Six Trigonometric Functions
- 6.4 Right Triangle Trigonometry and Applications
- 6.5 Modeling with Periodic Functions
Chapter 7 Graphs of Trigonometric Functions
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7.1 Graphs and Transformations of Sine and Cosine
Graphs and transformations of sine and cosine, the graphs of tangent, cotangent, secant and cosecant, and inverse trigonometric functions.
- 7.2 Graphs of Tangent, Cotangent, Secant, and Cosecant
- 7.3 Inverse Trigonometric Functions
Chapter 8 Trigonometric Identities & Equations
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8.1 Fundamental Trigonometric Identities
Fundamental, sum and difference, double-angle and half-angle identities, and solving trigonometric equations.
- 8.2 Sum and Difference Identities
- 8.3 Double-Angle and Half-Angle Formulas
- 8.4 Solving Trigonometric Equations
Chapter 9 Applications of Trigonometry
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9.1 Solving Oblique Triangles: Law of Sines
The Law of Sines and Law of Cosines, polar coordinates and polar graphs, complex numbers in polar form, and an introduction to vectors.
- 9.2 Solving Oblique Triangles: Law of Cosines
- 9.3 Polar Coordinate Systems
- 9.4 Graphing Polar Equations
- 9.5 Complex Numbers in Polar Form
- 9.6 Introduction to Vectors
Chapter 10 Systems of Equations & Matrices
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10.1 Solving Linear Systems in Two Variables
Linear systems in two and three variables, nonlinear systems, partial fractions, matrices and Gaussian elimination.
- 10.2 Solving Linear Systems in Three Variables
- 10.3 Nonlinear Systems and Inequalities
- 10.4 Partial Fraction Decomposition
- 10.5 Matrices and Matrix Operations
- 10.6 Gaussian Elimination
Chapter 11 Sequences, Series & Counting
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11.1 Sequences and Recursive Definitions
Sequences and recursion, arithmetic and geometric sequences, series and sigma notation, the binomial theorem, and counting principles.
- 11.2 Arithmetic Sequences
- 11.3 Geometric Sequences
- 11.4 Series and Sigma Notation
- 11.5 The Binomial Theorem
- 11.6 Basic Counting Principles and Probability
Practice exam Practice final exam
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Practice final exam — 100 multiple-choice questions
A full-length practice final that mirrors the exam's content areas and question style. Your score feeds the readiness tracker, so you know when you're ready to book the real exam.
These chapters make up the CLEP Precalculus exam prep class. They cover every content area on the official exam outline, and some topics go further than the exam requires.
Take the CLEP exam for the fastest route to 3 credits. If it doesn't go your way, your plan also includes a backup course that earns the credit through coursework.
See pricingColleges that accept CLEP Precalculus
CLEP is recognized at more than 2,900 U.S. colleges, but each one sets its own minimum score and decides how many credit hours to award. Check yours before you book the exam.
Browse college credit policies
Policies change. Every college page lists the date the policy was checked, and we recommend confirming minimum scores and credit awards with the Registrar before you schedule an exam. TransferCredit.org is an independent education service and is not affiliated with or endorsed by the institutions listed.
Practice tests and study guides
Five questions in the style of the CLEP Precalculus exam, drawn from the chapters above. No sign-up needed — see where you stand before you buy.