This course covers key topics in precalculus, including functions, equations, and graphs. It provides a solid foundation for understanding mathematical concepts essential for calculus and higher-level math courses. The curriculum emphasizes problem-solving skills and analytical thinking through a variety of exercises and examples. Students will learn to analyze functions, work with polynomial, rational, exponential, and logarithmic functions, and understand their properties. The course also explores trigonometry, including identities, equations, and applications. Emphasis is placed on developing a strong conceptual understanding and the ability to apply mathematical principles to real-world problems. The program aims to prepare students for success in calculus and other advanced mathematics courses by strengthening their algebraic and analytical skills. It is designed to be accessible and engaging, supporting learners at different levels of mathematical proficiency.
