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Want to learn how to tackle those tough AMC/AIME/Olympiad counting and probability problems? Check out Art of Problem Solving's Intermediate Counting & Probability by David Patrick.

Algebra Programs

From AoPSWiki

Algebra I and Algebra II programs have been designed after, taking the needs of high school students into consideration. The programs aim to help the child achieve higher grades. Our experienced and qualified team of tutors focuses on explaining the concepts with practical real world examples. This facilitates easy learning and retention. This not only builds a strong foundation in the subject but encourages the child to become more inquisitive and enhances his / her power of logic.

Individualized one-on-one online live tutoring sessions, delivered with the aid of interactive tools, make learning effective and enjoyable.

Students who have completed middle school can opt for Algebra I and Algebra II programs this summer and get a head start in the subject.

Topics included in Algebra I course are:

   * Arithmetic properties
   * Linear equations and inequalities in one variable
   * Multi-step and word problems
   * Graph of a linear equation
   * Equation and slope of a line
   * System of two linear equations in two variables
   * Monomials and polynomials
   * Quadratic Equations and Quadratic Formula

Topics included in Algebra II course are:

   * Equations and inequalities in absolute value
   * Systems of linear equations and inequalities (in two or three variables)
   * Operations on polynomials
   * Real and complex numbers
   * Rational expressions
   * Quadratic equations
   * Maxima, minima, and zeros of the function
   * Exponents and logarithms
   * Conic section
   * Combinations and permutations
   * Binomial theorem
   * Arithmetic and Geometric Progression


Click here to chat with our counselor for any queries or for trying the program for free.

Want to learn how to tackle those tough AMC/AIME/Olympiad algebra problems? Check out Art of Problem Solving's Intermediate Algebra by Richard Rusczyk and Mathew Crawford. Over 1600 problems!
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