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Calculus • Series

Calculus Crammers

Matthias C

Series Details

Sessions

Public Discussion

This series ended on April 16, 2023. All 1:1 and group chats related to this series are disabled 7 days after the last session.

Series Details

About

Ready for calculus? Every (almost every) Saturday at 8 p.m. CDT Topics: Definition of Limit of a Function Properties of Limits Trigonometric Limits L’Hopital’s Rule Product Rule, Quotient Rule, The Chain Rule Derivatives of Exponential Functions, Inverse Functions, Logarithmic Functions, Trigonometric Functions, Inverse Trigonometric Functions, Hyperbolic Functions Related Rates Linear Approximation Optimization Problems Antiderivatives Integration by Parts Riemann Sums and the Definite Integral The Fundamental Theorem of Calculus Area of a Region Bounded by Curves Cross Sections Volume of a Solid of Revolution Average Value of a Function Arc Length

✋ ATTENDANCE POLICY

It would be best to not miss any sessions (unless we decide to reschedule)

Dates

February 19 - April 16

Learners

15 / 20

Total Sessions

9

About the Tutor

Senior originally from Peru. Tutoring people in topics such as Math, Physics, and Chemistry. Some hobbies of mine: performing and producing music, video editing, skiing, basketball.

View Matthias C's Profile

Upcoming Sessions

0

Past Sessions

9
19
Feb

Session 1

Orientation

Plan: Starting points for group
26
Feb

Session 2

Orientation

Depending on the previous meeting, we will hone in on certain topics.
5
Mar

Session 3

Other Topics

More limits and properties of limits (indeterminate forms) + limits at infinity
12
Mar

Session 4

Other Topics

Review of trigonometric functions and trigonometric limits
20
Mar

Session 5

Other Topics

Continuity (IVT and EVT Theorems)
26
Mar

Session 6

Other Topics

Derivatives and rates of change + definition of a derivative + derivative notations
3
Apr

Session 7

Other Topics

Matching graphs with derivatives + derivatives using data + basic derivative rules
9
Apr

Session 8

Other Topics

Trigonometric derivatives + chain rule
16
Apr

Session 9

Other Topics

Implicit differentiation

Public Discussion

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