This course extends students’ experience with functions. Students will investigate the properties of polynomial, rational, logarithmic, and trigonometric functions; develop techniques for combining 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 taking the Calculus and Vectors course as a prerequisite for a university program and for those wishing to consolidate their understanding of mathematics before proceeding to any one of a variety of university programs.
Prerequisite: Functions, Grade 11
Reference: The Ontario Curriculum Grade 12 Advanced Functions MHF4U:
Curriculum provides the framework for the lessons. Contents will be flexible depending of the group of students in the class. Sample related videos provides an idea about the contents.
Amy, student from UK following Edexcel Level A curriculum, has excellent foundation of functions and is able to apply skills effectively in calculus. We started with simple concepts and build the confidence to take on the toughest examination style question. You can watch the sample videos and relate to our approach.
We believe in learning that helps to connect the concepts learned so that they can be applied effectively in variety of context. That develops critical thinking skills, self esteem and confidence. This can help in sustainable growth and sound future of students.
Students can drop in the first 30 minutes of the class and take the full refund. The class will then start after a break of 5 minutes for the next 30 minutes. No refund for the course will be given if the student continues to attend the first class beyond half-time.
You are the best person to answer this question. Internet is full of knowledge and there are many options open for you. Explore and then decide. We have provided links for few videos related to this course. They may help you to take a decision in our favour.
Relate derivative with Graph to visualize solution: