This group tutoring course focuses on applying the material learnt in the Functions, Pre Calculus, course found at the Grade 11 level, Ontario Canada. e.g. In Ontario the material covered here can be found in the Grade 11, MCR3U or MCF3M, course. This includes the definition of a function, an introduction to polynomials, trigonometric functions, discrete functions, e.g. sequences and series, and their applications. This course is not a substitute for the actual course. The aim of the course is to help students work through solved exercises, problems and eventually be able to perform on assignment, quizzes, tests and exams more confidently.
Learning outcomes for each lesson
- Each lesson will consist of a set of worksheets related to the topics within that lesson.
- Each lesson is accompanied by a set of videos with worked examples related to some or all of the topics within that lesson.
- A weekly group math tutoring time will be available to ask questions, work through challenging exercises together and more.
- Below is an outline of the lessons and topics covered in this course.
Functions or pre calculus course is a prerequisite for the grade 12 Advanced Functions courses, in Ontario. It is also a good foundation for some of the more advanced material in preparation for calculus, e.g. exponential functions, logarithms functions, rational functions. You can find out more about the topics covered in the grade 12 Advanced Functions group tutoring course.
Suggested References for functions (pre calculus)
Functions and Applications 11, McGraw-Hill Ryerson 2008
Foundations for College Mathematics 11, McGraw-Hill Ryerson Limited 2007
Mathematics for Everyday Life, Irwin Publishing Ltd. 2003
Pearson Math 11, Pearson Education Canada 2008
If you have any question, please contact us by phone or email, info@raisemymarks.com or 613-402-3508 or 613-294-3573. If you are considering one on one tutoring, you can learn more at, here.
Course Content:
Functions (4 Topics )
Polynomials (3 Topics)
Trigonometry 5 Topics)
Sequences and Series (4 Topics)
Applications of Sequences and Series (3 Topics)