Calculus • Series
Getting Ahead on Calculus BC - All about Limits and Continuity and a full guide to Derivatives!
SL
AM
Avaneesh M
This series ended on September 18, 2023. All 1:1 and group chats related to this series are disabled 7 days after the last session.
Series Details
About
We will go through a large portion of the first quarter of Calculus BC
✋ ATTENDANCE POLICY
Please do not miss more than two sessions in a row and message me if you can not attend for any reason!
Dates
August 4 - September 18
Learners
15 / 20
Total Sessions
9
About the Tutor
SL
AM
I'm a rising junior in Texas interested in mathematics and its applications in physics as well as computer science. I got a 5 on calculus bc and an 800 on the sat math section my sophomore year so I am here to help people with those subjects!
View Avaneesh M's Profile
Upcoming Sessions
0
Past Sessions
9
4
Aug
Lc
Session 1
Limits and continuity
I plan to cover the basics of limit notation, as well as how to solve harder limit problems. We will also discuss relevant theorems such as the intermediate value theorem.
9
Aug
Lc
Session 2
Limits and continuity
This session will cover the second half of the Limits and Continuity unit! It will also serve as a catch-up class for those who could not attend the first class.
11
Aug
Dr
Session 3
Differentiation: definition and basic derivative rules
We will learn the basics of one of the most important backbones of calculus bc, the derivative! We will cover secant lines as well as tangent lines and their relations to derivatives. Then we will cover basic derivative rules as well as PVA, which is position velocity and acceleration.
18
Aug
Dr
Session 4
Differentiation: definition and basic derivative rules
This lesson will cover The next step of the basics of differentiation, which is the product and quotient rules, higher order derivatives, and the derivatives of log(x), ln(x), and a^x.
25
Aug
Df
Session 5
Differentiation: composite, implicit, and inverse functions
This session will cover the chain rule, which is used to differentiate composite functions, implicit differentiation, and inverse functions, which includes the inverse trigonometric functions.
27
Aug
Cd
Session 6
Contextual applications of differentiation
This lesson will cover related rates as well as L'Hopital's Rule. We will also cover some necessary relevant theorems, such as Rolle's Theorem and the Mean Value Theorem.
1
Sep
Af
Session 7
Applying derivatives to analyze functions
This class will cover the basics of analyzing functions with derivatives.
3
Sep
Af
Session 8
Applying derivatives to analyze functions
This class will continue what we started with analyzing graphs with derivatives, and then we will also talk about a very interesting concept called optimization.
17
Sep
R
Session 9
Review
Anyone can feel free to ask questions about anything we learnt so far during this class.