Online Mathematics Courses

Online mathematics courses are founded on the premise that students learn mathematics most effectively when they build a thorough understanding of mathematical concepts and procedures. Such understanding is achieved when mathematical concepts and procedures are introduced through an investigative approach and connected to students’ prior knowledge in meaningful ways. This online curriculum is designed to help students prepare for university, college, or the workplace by building a solid conceptual foundation in mathematics that will enable them to apply their knowledge and skills in a variety of ways and further their learning successfully.

The online curriculum adopts a strong focus on the processes that best enable students to understand mathematical concepts and learn related skills. Attention to the mathematical processes is considered to be essential to a balanced mathematics program. The seven mathematical processes identified in this curriculum are problem solving, reasoning and proving, reflecting, selecting tools and computational strategies, connecting, representing, and communicating. The mathematical processes apply to student learning in all areas of a mathematics course.

MPM1D Principles of Mathematics, Grade 9 (Academic)

This course enables students to develop an understanding of mathematical concepts related to algebra, analytic geometry, and measurement and geometry through investigation, the effective use of technology, and abstract reasoning. Students will investigate relationships, which they will then generalize as equations of lines, and will determine the connections between different representations of a linear relation. They will also explore relationships that emerge from the measurement of three-dimensional figures and two-dimensional shapes. Students will reason mathematically and communicate their thinking as they solve multi-step problems.

 

MFM1P Foundations of Mathematics, Grade 9 (Applied)

This course enables students to develop an understanding of mathematical concepts related to introductory algebra, proportional reasoning, and measurement and geometry through investigation, the effective use of technology, and hands-on activities. Students will investigate real-life examples to develop various representations of linear relations and will determine the connections between the representations. They will also explore certain relationships that emerge from the measurement of three-dimensional figures and two-dimensional shapes. Students will consolidate their mathematical skills as they solve problems and communicate their thinking

 

MPM2D Principles of Mathematics, Grade 10 (Academic)

This course enables students to broaden their understanding of relationships and extend their problem-solving and algebraic skills through investigation, the effective use of technology, and abstract reasoning. Students will explore quadratic relations and their applications; solve and apply linear systems; verify properties of geometric figures using analytic geometry, and investigate the trigonometry of right and acute triangles. Students will reason mathematically and communicate their thinking as they solve multi-step problems.

 

MFM2P Foundations Of Mathematics, Grade 10 (Applied)

This 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.

 

MCR3U Functions, Grade 11 (University)

This course introduces the mathematical concept of the function by extending students’ experiences with linear and quadratic relations. Students will investigate properties of discrete and continuous functions, including trigonometric and exponential functions; represent functions numerically, algebraically, and graphically; solve problems involving applications of functions; and develop facility in simplifying polynomial and rational expressions. Students will reason mathematically and communicate their thinking as they solve multi-step problems.

 

MCF3M Functions and Applications, Grade 11 (University/College)

This course introduces basic features of the function by extending students’ experiences with quadratic relations. It focuses on quadratic, trigonometric, and exponential functions and their use in modelling real-world situations. Students will represent functions numerically, graphically, and algebraically; simplify expressions; solve equations; and solve problems relating to applications. Students will reason mathematically and communicate their thinking as they solve multi-step problems.

 

MHF4U Advanced Functions, Grade 12 (University)

This course extends students’ experience with functions. Students will investigate the properties of polynomial, rational, logarithmic, and trigonometric functions; broaden their understanding of rates of change; and develop facility in applying these concepts and skills. Students will also refine their use of the mathematical processes necessary for success in senior mathematics. This course is intended both for students who plan to study mathematics before proceeding to any one of a variety of university programs

 

MCV4U Calculus and Vectors, Grade 12 (University)

This course builds on student’s previous experience with functions and their developing understanding of rates of change. Students will solve problems involving geometric and algebraic representations of vectors, and representations of lines and planes in three-dimensional space; broaden their understanding of rates of change to include the derivatives of polynomial, rational, exponential, and sinusoidal functions; and apply these concepts and skills to modelling of real-world relationships. This course is intended for students who plan to study mathematics in university and who may choose to pursue careers in fields such as physics and engineering.

 

MDM4U Mathematics of Data Management, Grade 12 (University)

This course broadens students’ understanding of mathematics as it relates to managing information. Students will apply methods for organizing large amounts of information; solve problems involving counting techniques, probability, and statistics; and carry out a culminating project that integrates the expectations of the course. Students will continue to develop the mathematical processes necessary for success in senior mathematics. Students planning to pursue university programs in business, the social sciences, and the humanities will find this course of particular interest.

 

MAP4C Foundations of College Mathematics, Grade 12 (College)

This course enables students to broaden their understanding of real-world applications of mathematics. Students will analyze data using statistical methods; solve problems involving applications of geometry and trigonometry; solve financial problems connected with annuities, budgets, and renting or owning accommodation; simplify expressions, and solve equations. Students will reason mathematically and communicate their thinking as they solve multi-step problems. This course prepares students for college programs in areas such as business, health sciences, and human services, and for certain skilled trades.

 

MCT4C Mathematics for College Technology, Grade 12 (College)

This course enables students to extend their knowledge of functions. Students will investigate and apply properties of polynomial, exponential, and trigonometric functions; continue to represent functions numerically, graphically, and algebraically; develop facility in simplifying expressions and solving equations; and solve problems that address applications of algebra, trigonometry, vectors, and geometry. Students will reason mathematically and communicate their thinking as they solve multi-step problems. This course prepares students for a variety of college technology programs.

 

Though our physical doors remain temporarily closed, the minds of our students stay open. Summer classes are continuing to meet on their regular daily schedules, in virtual classrooms with face-to-face instruction and peer interaction.  The Blyth Academy model of small class sizes, flexible scheduling and individualized approach have enabled us to remain faithful to our standards. Our commitment to ongoing and meaningful communication between school, teachers, students and families has been critical to this effort.

Although our students have transitioned into summer mode and COVID-19 restrictions have begun to loosen, we are looking ahead to what September will hold for our campuses and families.
We want to be clear - our preference and our priority is to get students back to our campuses, but we must ensure this is done in a safe and effective way. While we await official guidance from Public Health and the Ministry of Education, a "return to school" task force has been hard at work putting concrete operational plans in place for all likely scenarios. This includes a full return to campus with safeguards, a blended model of virtual and in-campus learning and the continuation of fully virtual classrooms. All scenarios will provide robust learning and live, daily instruction and interaction with teachers and peers. 
With ten campuses across Ontario, we realize that each one of our schools is a unique space and community. We will be implementing across-the-board policies on hand washing, facility cleaning and social distancing measures. Each school is also prepared to pivot individually based on the guidance of local health authorities and to best serve students and families. 
Our recent survey showed that over 80 per cent of Blyth Academy families are eager to return to campuses, and we are hard at work to prepare for this day. As September's scenario becomes clearer and more information becomes available, we will continue to communicate. 

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