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Calculus

• Series

Get Ahead In Calculus

Next session on Aug 10, 2022

Hosted by Daniel Q


Enrollment for this series has closed.

This series is part of Schoolhouse Summer Camp. Explore Summer Camp

Series Details

About

Notes for this course: https://drive.google.com/drive/folders/1wEHaO-AcBgoTDA7vCScEBruRyIwRCq95?usp=sharing
Hi everyone! This series is a course designed for those who have not taken any calculus course yet. It serves as an introduction to calculus, helping you prepare for calculus, AP calculus AB, or AP calculus BC in the future.
These are the concepts we plan to go over, with a general schedule:
Week 1: Limits and continuity
Week 2: Differentiation Intro
Week 3: Differentiation Rules
Week 4: Applications of Differentiation
Week 5: Integration
Week 6: Applications of integration and rules
Week 7: Transcendental functions
Week 8: Sequences and series
Week 9: Polar Coordinates

✋ ATTENDANCE POLICY

You are free to attend as many sessions as you want. However, each session builds up on top of each other, so missing them will put you at a disadvantage if you don't know the material.

Dates

June 22 - August 11

Learners

30 / 40

Total Sessions

45

About the Tutor

Hello, I'm a high school student and my favorite subject is math. I also like chemistry, physics, and computer science. They're all great, My goal here is to help people understand and learn about whatever subject they need help with. I primarily tutor in calculus but will occasionally teach other topics.

View Daniel's Profile

Upcoming Sessions

2
10
Aug

Session 46

Applications of integration

Volume of a solid of revolution.
11
Aug

Session 48

Applications of integration

Volume of a solid of revolution #2.

Past Sessions

43
22
Jun

Session 1

Orientation

I plan to go over the lesson plan, extra help, assessments, etc.
23
Jun

Session 2

Limits and continuity

This is the beginning of the course. We will go over limits and what they are.
24
Jun

Session 3

Limits and continuity

Today, we begin with an introduction to limits. We will go over how to evaluate them and then do practice problems!
25
Jun

Session 4

Office Hours

Optional office hours. Come here if you want extra help, more problems, or more in depth stuff.
26
Jun

Session 5

Office Hours

Optional office hours. Come here if you want extra help, more problems, or more in depth stuff.
27
Jun

Session 6

Limits and continuity

Limits #2. We will go over more advanced limits.
29
Jun

Session 7

Limits and continuity

We will be doing something fun today.
30
Jun

Session 8

Office Hours

I will be here to answer any questions you have. Otherwise, we can review any material we've been through.

Session 9

Office Hours

I will be here to answer any questions you have. Otherwise, we can review any material we've been through.
1
Jul

Session 10

Differentiation: definition and basic derivative rules

Intro to differentiation. What is a derivative and what does it translate to on a graph?
2
Jul

Session 11

Differentiation: definition and basic derivative rules

Differentiation rules.
3
Jul

Session 12

Differentiation: definition and basic derivative rules

Differentiation rules #2.
5
Jul

Session 13

Differentiation: composite, implicit, and inverse functions

Derivative rules #3.
6
Jul

Session 14

Applying derivatives to analyze functions

Using derivatives to analyze functions.

Session 15

Office Hours

Office hours.
7
Jul

Session 16

Contextual applications of differentiation

Applications for derivatives.
8
Jul

Session 17

Meetup

We'll be playing Kahoot. This marks the end of derivatives!

Session 18

Office Hours

Office hours.
9
Jul

Session 19

Integration and accumulation of change

Integration introduction.
10
Jul

Session 20

Applications of integration

Integration applications.
11
Jul

Session 21

Integration and accumulation of change

Integration techniques.
12
Jul

Session 22

Integration and accumulation of change

Trig derivatives and integrals.
13
Jul

Session 23

Integration and accumulation of change

Area under the curve, between functions.
14
Jul

Session 24

Office Hours

Office hours.

Session 25

Applications of integration

Trig functions.
15
Jul

Session 26

Integration and accumulation of change

Techniques of integration involving trig functions.
16
Jul

Session 27

Integration and accumulation of change

Techniques of integration: partial fractions.
17
Jul

Session 28

Applications of integration

Finding volume of solid of revolution.
18
Jul

Session 31

Applications of integration

Finding volume of solid of revolution #2.
19
Jul

Session 32

Applications of integration

Transcendental functions.
20
Jul

Session 33

Applications of integration

The transcendental functions.
21
Jul

Session 34

Office Hours

Office hours.

Session 35

Applications of integration

Exponential growth and decay.
22
Jul

Session 36

Applications of integration

Integration by parts.
23
Jul

Session 37

Applications of integration

Integration by parts #2.
31
Jul

Session 38

Applications of integration

Partial fractions.
2
Aug

Session 39

Infinite sequences and series

Sequences.
3
Aug

Session 40

Infinite sequences and series

Infinite series and their sums.
4
Aug

Session 41

Infinite sequences and series

Convergence and divergence tests.
5
Aug

Session 42

Infinite sequences and series

Convergence and divergence tests.
6
Aug

Session 43

Infinite sequences and series

Convergence tests.
7
Aug

Session 44

Parametric equations, polar coordinates, and vector-valued functions

Polar coordinates.
8
Aug

Session 45

Parametric equations, polar coordinates, and vector-valued functions

Polar coordinates #2.

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