I plan to introduce integrals, also known as antiderivatives. We will start some with definitions and concepts and then we'll dive straight into solving integrals! Heads up this series does require knowledge of derivative rules, specifically power rule.

I plan to introduce implicit differentiation, go through examples, and let you guys try some independently :)

I plan to cover implicit differentiation and let you guys do practice problems on the board :)

I plan to briefly derive an important equation needed to find the derivative of inverse functions. Then, I will go over some practice problems and let you guys try some on your own. Join if you wish!

I plan to provide practice questions on both the 1st and 2nd derivative test to solidify your understanding of both (and make sure you don't confuse them!). It will mostly be independent problem solving (with guidance) and sharing answers on the board. Hope to see you there!

I plan to go over the second derivative test, which is a way to classify critical points as either a maximum or minimum. After going through an example, I will let you guys try some on your own and share your work on the board. Join if you’re interested :)

I plan to go over the second derivative test, which is a way to classify critical points as either a maximum or minimum. After going through an example I will let you guys try some on your own and share your work on the board! Join if you're interested :)

I plan to go over concavity and inflection points, providing practice problems to test your understanding. This will set the baseline for my next session on the 2nd derivative test. Join if you want!

I plan to cover how to find absolute max/min on closed intervals using extreme value theorem. Join if you're interested!

I plan to go over the first derivative test, and then let you guys do practice problems. Basically, we will be classifying critical points as either maximums or minimums.

I plan to go over how to find the intervals of increasing and decreasing, which is the next step after critical points and right before classifying them! Hope to see you there :)

I plan to do more practice problems with finding the critical points of a function

I plan to go over derivative rules from scratch (power, product, quotient). We will do chain rule if we have time :)

I plan to go over what critical points are (max/mins) and introduction to how to solve them :)

I plan to go over the concepts of differentiability and continuity graphically and how they relate to each other. For the 2nd half of the session, I want to go over how to find the slope and equation of a tangent line.

Are you ready for a challenge? I plan to let you guys solve some derivative questions involving product, quotient, chain rule, and sometimes multiple at a time. Please join if you want to strengthen your understanding of derivative rules!

Miscellaneous questions involving derivative rules

We will be going over derivative rule questions that may use a combination of rules, such as quotient and chain rule.

We are going to learn the learn the derivative rules and try some challenge questions. I hope to have an interactive session where you guys can work out your solution on the Zoom screen :)

We are going to cover derivative rules in a 1-1 session.

I plan to review derivative rules (product, quotient, chain rule), simple applications, and tangent line questions!

I plan to go over derivative rules (power, product, quotient, chain), derivative application questions with a table of values, identifying discontinuity on a graph, and finding slope or equation of a tangent line.

1-1 for Ashlyn We are going over derivative rules together.

I plan to go over derivative rules (power, product, quotient, chain), derivative application questions with a table of values, identifying discontinuity on a graph, and finding slope or equation of a tangent line.

I plan to go over derivative rules (power, product, quotient, chain), some derivative application problems involving a table of values, and finding the slope or equation of the tangent line.

We will go over solving derivative problems, using limit definition, finding slope of tangent line, and derivative problems involving a table of values :)