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Algebra 1

Algebra 1 is a foundational course in the New York high school math curriculum. It is typically taken by students in the 8th or 9th grade and serves as an introduction to the concepts and skills of high school mathematics. .

Algebra 1 Regents

In New York, Algebra 1 is a required course for all high school students, and the course is typically assessed through the Regents Examination in Algebra 1. The exam consists of multiple-choice and open-ended questions and is designed to test students' knowledge of Algebra 1 concepts and skills. Students who successfully complete Algebra 1 and pass the Regents Exam are well-prepared for success in higher-level math courses and are on track to meet the requirements for graduation in New York.

Curriculum

  1. Linear Equations: solving equations, graphing lines, slope, intercepts, and word problems involving linear equations.

  2. Functions: identifying functions, evaluating functions, and solving problems using functions.

  3. Systems of Equations: solving systems of linear equations, including substitution and elimination methods, and word problems involving systems of equations.

  4. Inequalities: solving linear inequalities, graphing inequalities on a number line, and solving word problems involving inequalities.

  5. Polynomials: adding, subtracting, multiplying, and factoring polynomials, and solving problems involving polynomials.

  6. Quadratic Equations: solving quadratic equations using different methods, including factoring, completing the square, and the quadratic formula, and solving problems involving quadratic equations.

  7. Radical Expressions and Equations: simplifying and solving radical expressions and equations.

  8. Rational Expressions and Equations: simplifying and solving rational expressions and equations.

  9. Exponential Functions: understanding and graphing exponential functions, and solving problems involving exponential growth and decay.

  10. Statistics and Probability: understanding basic statistics, such as mean, median, and mode, and basic probability, such as independent and dependent events, and probability of compound events.

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