AP Precalculus Practice Test
Exam Format & Components
Section I: Multiple Choice
40 Questions | 2hr | 63% of Score
Part A:
- Duration: 1 hour and 20 minutes
- Questions: 28
- Calculator Usage: Not permitted
- Score Contribution: Approximately 44%
- Content Focus: Questions will cover general functions (non-analytical), polynomial and rational functions, exponential and logarithmic functions from units 1–3.
- Representation Types: Includes graphical, numerical, analytical, and verbal forms, with emphasis on real-world contexts and modeling.
Part B:
- Duration: 40 minutes
- Questions: 12
- Calculator Usage: Graphing calculator required (radian mode)
- Score Contribution: Approximately 19%
- Content Focus: Continues with complex questions on trigonometric and polar functions, including items that require modeling and real-world application.
Section II: Free Response
4 Questions | 1hr | 37% of Score
Part A:
- Duration: 30 minutes
- Questions: 2
- Calculator Usage: Graphing calculator required (radian mode)
- Score Contribution: Approximately 19%
- Content: Focuses on advanced application of function concepts and modeling non-periodic contexts using calculators.
Part B:
- Duration: 30 minutes
- Questions: 2
- Calculator Usage: Not permitted
- Score Contribution: Approximately 19%
- Content: Challenges students with questions on modeling periodic contexts and performing symbolic manipulations without the aid of calculators.
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Unlimited access allows you to practice extensively with our database of questions, which mirror those found in actual exams. Regular practice with immediate feedback helps to reinforce learning, clarify doubts instantly, and improve time management skills during exams, significantly boosting your chances of a high score.
Begin your preparation by thoroughly reviewing algebraic functions, trigonometric identities, and sequences. Regular practice with comprehensive exercises is key to mastering these areas.
Emphasize mastering functions, trigonometry, polynomials, and analytical geometry. These core areas are critical for success on the exam and require deep understanding and practice.
Working with peers allows you to see different problem-solving approaches and clarify complex concepts. Participate in study groups or online forums to discuss challenging problems and share different strategies.
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