•  Reminders:

Together, we'll go over all the important reminders from your high school years to brush up and consolidate what you've learned. It's warm-up time!

• Functions

In this section, all the functions you'll see in differential calculus will be presented so that you can master their properties. This is the basis for tackling the limits of these functions!

• Limits

Now that you're familiar with functions and how to manipulate them, let's take a look at how to calculate the limit of a function. At a point and close to infinity. But especially where there are continuity problems...

• Continuity

In winter in Montreal, we often have to cross the sidewalk by jumping over the snow. A discontinuous function is a bit like that. And with all the power of the limit concept, we'll try in this section to stop getting our feet wet in the snow 😃

• Derivability of a function and derived functions

Now that we've mastered the concepts of limit and continuity, we can go a step further and evaluate under what conditions the derivative of a function exists (derivability) and, if so, what its derivative function is equal to.

• Application of derivatives

Derivatives are all around us. Every day. Scout's honor, we give you all the proof you need in this section with the famous optimization problems. And to maximize your success, expect to handle 100% of the concepts you've learned above!