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Calculus • Series

Calculus 1 and 2 : The Full Course

Next session on Nov 26, 2024

Benyamin S

Series Details

Sessions

Public Discussion

Series Details

About

Dive Into the World of Calculus!

This comprehensive series delves deep into the AP Calculus AB and BC curriculum and goes far beyond, making it the ultimate course for both learners preparing for exams and true calculus enthusiasts. Covering everything from the fundamentals of limits, derivatives, and integrals to advanced topics like infinite series and beyond, this course is designed to ignite a passion for mathematics.

Every session is carefully tailored to meet individual student needs. Custom-designed booklets focus on areas of weakness, provide step-by-step explanations of core concepts, and tackle the most challenging problems. Whether you're looking to master the AP syllabus or explore the fascinating depths of calculus, this course offers something for everyone.

Suppose you're a calculus fan eager to discover its beauty or simply aiming to excel in your studies. In that case, this series promises a rewarding and engaging journey into one of math's most powerful disciplines!

✋ ATTENDANCE POLICY

To ensure you get the most out of this course and make steady progress, it’s crucial to attend sessions regularly. Missing more than one session per month can disrupt the flow of learning, hinder your understanding of critical concepts, and create gaps that may be challenging to fill. Each session builds upon the last, making consistent attendance essential for mastering the material and staying on track with the curriculum. By committing to regular participation, you’ll maximize your potential and enjoy a seamless learning experience. Let’s make every session count!

Dates

November 20 - January 23

Learners

5 / 30

Total Sessions

19

About the Tutor

I'm a high school student who likes Calculus, Physics and other related subjects. I take playing Piano, Hitting the Gym and learning applicable skills as my hobbies.

View Benyamin S's Profile

Upcoming Sessions

18
26
Nov

Session 2

Limits and continuity

Intro to Limits and Limits in Graphs: Explore the foundational concept of limits, how they relate to graphs, and their significance in calculus.
28
Nov

Session 3

Limits and continuity

Indeterminate Forms and Algebraic Methods: Understand indeterminate forms and use algebraic techniques to resolve complex limits.
3
Dec

Session 4

Limits and continuity

Trigonometric Identities for Solving Limits: Apply trigonometric identities to simplify and solve challenging limit problems.
5
Dec

Session 5

Limits and continuity

Limits Using Substitution and Intro to Limits at Infinity: Combine substitution techniques with an introduction to the behavior of functions as they approach infinity.

10
Dec

Session 6

Limits and continuity

Limits at Infinity Continued: Deepen your understanding of limits at infinity with more advanced examples and applications.
12
Dec

Session 7

Limits and continuity

Indeterminate Forms in Limits at Infinity: Resolve indeterminate forms specifically within the context of limits approaching infinity.
17
Dec

Session 8

Limits and continuity

Limits Using Direct Substitution: Learn the technique of evaluating limits by directly substituting values into functions.
19
Dec

Session 9

Limits and continuity

Continuity: Examine the concept of continuity and its role in understanding functions and their behavior.
24
Dec

Session 10

Limits and continuity

Continuity Using Algebraic Methods and Graphs: Analyze continuity through algebraic methods and graphical interpretation.
26
Dec

Session 11

Limits and continuity

Limits Review: Reinforce and consolidate your knowledge with a comprehensive review of all limit concepts covered.
31
Dec

Session 12

Differentiation: definition and basic derivative rules

Introduction to Differentiation: Understand the concept of differentiation, its geometric meaning, and its fundamental role in analyzing change.
2
Jan

Session 13

Differentiation: definition and basic derivative rules

Basic Rules of Differentiation: Learn essential rules, including the power, constant, and sum/difference rules, to calculate derivatives efficiently.
7
Jan

Session 14

Differentiation: definition and basic derivative rules

Product and Quotient Rules: Master the techniques for finding derivatives of products and quotients of functions with precision.
9
Jan

Session 15

Differentiation: composite, implicit, and inverse functions

Chain Rule and Composite Functions: Explore the chain rule to differentiate complex, nested functions with ease.
14
Jan

Session 16

Differentiation: definition and basic derivative rules

Implicit Differentiation: Discover how to differentiate equations where variables are intertwined, introducing a powerful tool for solving complex problems.
16
Jan

Session 17

Differentiation: definition and basic derivative rules

Higher-Order Derivatives: Analyze second and higher-order derivatives to understand acceleration, concavity, and other advanced concepts.
21
Jan

Session 18

Differentiation: definition and basic derivative rules

Applications of Differentiation: Apply differentiation to real-world problems, including optimization, related rates, and curve sketching.
23
Jan

Session 19

Differentiation: definition and basic derivative rules

Differentiation Review and Problem Solving: Reinforce all differentiation techniques and tackle a wide range of challenging problems in a final review session.

Past Sessions

1
20
Nov

Session 1

General Calculus Q&A

In this session, we will get to know each other more, and talk about the concerns of the students. Moreover, we are going to discuss tips for tackling Calculus!

Public Discussion

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