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Foundation Courses in Mathematics

Foundation Courses in Mathematics. -Algebra I -Geometry -Algebra, Functions and Data Analysis -Algebra II. Algebra I. Topics: Functions--Linear, Quadratic Matrices Statistics Graphing. Geometry. Points, Lines and Planes Triangles Circles 3-D Figures Critical Thinking.

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Foundation Courses in Mathematics

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  1. Foundation Courses in Mathematics -Algebra I -Geometry -Algebra, Functions and Data Analysis -Algebra II

  2. Algebra I • Topics: • Functions--Linear, Quadratic • Matrices • Statistics • Graphing

  3. Geometry • Points, Lines and Planes • Triangles • Circles • 3-D Figures • Critical Thinking

  4. Things you might see in Geometry next year!!! • Are these triangles congruent?

  5. Pythagorean Theorem • Find the value of c

  6. Algebra, Functions and Data Analysis • Prerequisite—Algebra I

  7. Algebra, Functions and Data Analysis • Topics • Functions(Linear, quadratic, exponential, logarithmic) • Practical Applications • Connections between algebra and statistics • Modeling data/Labs

  8. Algebra II • Prerequisite—Algebra I and Geometry • Students need to have a solid background in Algebra I skills before taking this class. • Functions might be a good course to take if you had struggled in Algebra I • Advanced Diploma requirement

  9. Algebra II Topics • Functions and their graphs • Continued study of systems of equations and inequalities • Sequences and series • Polynomial functions

  10. Algebra II questions • Linear Programming—maximize the function

  11. Transformation of functions

  12. Algebra II/Trigonometry • Accelerated Course • Recommended only for students with very successful backgrounds in both Algebra I and Geometry • Covers all of the Algebra II curriculum and Trigonometry curriculum in one year • Very fast paced

  13. Trigonometry Topics covered • Right Triangle Trigonometry • Graphs of trig functions • Inverse trig functions • Trigonometric identities • Angles in degrees and radians

  14. Graph y = 2sin3x

  15. Evaluate the six trig functions for any angle in standard position.

  16. Where do we go from here? • Math Analysis • AP Calculus BC

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