 # Foundations Of Mathematics

> Foundations Of Mathematics Course ID
MPM2P
Level
Semester
Continuous
Method
In-Person, Online
Credit Value
1.0

Foundations Of Mathematics MPM2P course enables students to consolidate their understanding of linear relations and extend their problem-solving and algebraic skills through investigation, the effective use of technology, and hands-on activities. Students will develop and graph equations in analytic geometry; solve and apply linear systems, using real-life examples; and explore and interpret graphs of quadratic relations. Students will investigate similar triangles, the trigonometry of right triangles, and the measurement of three-dimensional figures. Students will consolidate their mathematical skills as they solve problems and communicate their thinking. A gateway into any profession and one of most important positions in an Organization

• MPM1D
• MPM1P

#### Course structure and modules

• Measurement and Trigonometry

Overall Expectations:   By the end of this course, students will:

• use their knowledge of ratio and proportion to investigate similar triangles and solve problems related to similarity;
• solve problems involving right triangles, using the primary trigonometric ratios and the Pythagorean theorem;
• solve problems involving the surface areas and volumes of three-dimensional figures, and use the imperial and metric systems of measurement.
• Modelling Linear Relations

Overall Expectations:   By the end of this course, students will:

• manipulate and solve algebraic equations, as needed to solve problems;
• graph a line and write the equation of a line from given information;
• solve systems of two linear equations, and solve related problems that arise from realistic situations.
• Quadratic Relations of the Form yax2+ bx+ c

Overall Expectations:   By the end of this course, students will:

• manipulate algebraic expressions, as needed to understand quadratic relations;
• identify characteristics of quadratic relations;
• Solve problems by interpreting graphs of quadratic relations.