• Course Description

    In the first half of this course students will build on their Algebra II skills by covering in more depth the topics of imaginary numbers, logarithms, and functions. The focus of the second semester is on Trigonometry where the students learn about the unit circle, vectors, and trigonometric laws that they can use to prove trig statements.
  • This course allows guest users to enter  This course requires an enrolment key

    Course Summary

    In this class, students will do multiple experiments and use inductive reasoning in order to find characteristics and properties of various different shapes. Once they have learned these different properties, students will then work on using deductive reasoning in order to prove Geometric statements.

  • This course allows guest users to enter  This course requires an enrolment key

    Course Summary

    This course is the second year of a two-year Algebra I course that is project-based and focuses on real world examples of Algebra. It involves multi-step equations, manipulating radicals, factoring polynomials, solving quadratic equations and operations with rational expressions. Students will also learn how to program on their calculators.
  • This course allows guest users to enter  This course requires an enrolment key
    Course Summary
    This course is the first year of a two-year Algebra I course that is project-based and focuses on real world examples of Algebra. It involves the review of algebraic symbols, ratios and proportions, and adds more steps to the solving of equations. It includes graphing linear and quadratic equations and introduces graphing on a calculator.

  • Course description:

    This course will cover the topics of Algebra I in a one-year course. Topics include (but are not necessarily limited to) reviewing of algebraic symbols, ratios and proportions, solving multi-step linear equations and inequalities, graphing linear and quadratic equations, manipulating radicals, factoring polynomials, solving quadratic equations, and simplifying rational expressions.