This series ended on September 3, 2022. All 1:1 and group chats related to this series are disabled 7 days after the last session.
Series Details
About
We will go though the first few units in Calculus. I will place a specific emphasis on learning about how something works to improve intuitive understanding and adaptability to complex problems.
This course is likely faster paced than what you would experience in school in order to cover most fundamental content. Since this is just for familiarizing content, I plan to leave some of the more complicated cases for your teacher. Feel free to reach out anytime for any questions.
Note:
- You must have completed precalculus
- Sessions on Saturday start at 6:45 PM rather than the normal 7:00 PM
- I cover about 60% of AB Calculus and 30% of BC Calculus
✋ ATTENDANCE POLICY
Attendance is optional, but please try to make all the sessions to get the most out of this series.
Dates
August 22 - September 3
Learners
34 / 40
Total Sessions
7
About the Tutor
RL
Hi! I'm a high school senior studying in New York. I tutor all sorts of subjects, ranging from advanced math topics to SAT preparation. I hope to see you in my sessions!
View Ryan L's Profile
Upcoming Sessions
0
Past Sessions
7
22
Aug
Lc
Session 1
Limits and continuity
Introductions, review of limits, continuity, and basic derivatives.
25
Aug
Df
Session 2
Differentiation: composite, implicit, and inverse functions
Looking at more advanced derivatives, including implicit differentiation, multi-function derivatives, and a delve into the chain rule from an intuitive angle.
27
Aug
Cd
Session 3
Contextual applications of differentiation
Taking a look at related rates and practical applications of derivatives.
28
Aug
Cd
Session 4
Contextual applications of differentiation
Rescheduled from the previous session.
29
Aug
Ic
Session 5
Integration and accumulation of change
Introduction to integrals, and how to calculate them both analytically and visually using Reimann sums and basic rules.
1
Sep
Ic
Session 6
Integration and accumulation of change
More complicated integrals, including integral by parts, partial fractions, and inverse trigonometric functions.
3
Sep
R
Session 7
Review
A final overview of these topics, and any questions that people may have. We may continue on to basics of differentiation if time permits.