High School Math: Algebra 2 and Pre-Calculus (10th Grade+)

A Grade Ahead’s rigorous High School Math enrichment program is designed to challenge high school students to a higher academic standard. The curriculum provides a good understanding of higher level topics, covering six months of Algebra 2 concepts and six months of Pre-Calculus concepts including:

  • Linear equations
  • Polynomials and exponents
  • Logarithmic functions
  • Analytical trigonometry

Through numerical drills and realistic word problems, Enrichment at Home students develop strong critical thinking and analytical skills to succeed in trigonometry and beyond.

Don’t forget, your child can begin the curriculum at any time throughout the year. Start learning today!

 

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        June
        Month 1
        Algebra 2 (Equations and inequalities; Systems of equations; Relations and functions 1)
        July
        Month 2
        Algebra 2 (Relations and functions 2; Functions and inequalities; Matrices)
        August
        Month 3
        Algebra 2 (Polynomials and exponents; Parabolas)
        September
        Month 4
        Algebra 2 (Radicals and complex numbers; Hyperbolas; Non-linear equations)
        October
        Month 5
        Algebra 2 (Ellipses; Trigonometry; Probability)
        November
        Month 6
        Algebra 2 (Sequences and series; Growth, decay and logarithm)
        December
        Month 7
        Pre-Calculus (Logarithmic functions; Complex numbers; Trigonometric functions)
        January
        Month 8
        Pre-Calculus (Analytical trigonometry; Vectors 1)
        February
        Month 9
        Pre-Calculus (Vectors 2; Matrices; Mathematical induction and binomial theorem)
        March
        Month 10
        Pre-Calculus (Conics, rotation of axes, parametric equations; Polar coordinates)
        April
        Month 11
        Pre-Calculus (3D coordinate system; Lines and planes in space; Introduction to limits)
        May
        Month 12
        Pre-Calculus (Techniques for evaluating limits; Tangent lines and derivatives)