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Calculus • Series

AP Calculus BC exam study group

Next session on Apr 20, 2024

Dylan P

Series Details

Sessions

Public Discussion

Series Details

About

Do you want to succeed on the AP Calc BC final exam? If so (which will probably be quite a few of you), this series is a great opportunity to make sure you are prepared. You can join this class at any time.

Every week, we will start with a review of some topic, then go through a few practice problems from the AP test (both multiple-choice and free response), and then end with challenging problems to work through together.

Here's the BC curriculum for reference (# of sessions are approximate):
1. Limits and continuity (1 session)
2: Differentiation definition and fundamental properties (1 session)
3: Differentiation: Composite, implicit, and inverse functions. (1 session)
4: Contextual applications of differentiation (1 session)
5: Analytical applications of differentiation (1 session)
6: Integration; accumulation of change (2 sessions)
7: Differential equations (2 sessions)
8: Applications of integration (3 sessions)
9: Parametric Equations, Polar coordinates, and vector functions (3 sessions)
10: Sequences and series (3 sessions)

Come to office hours for 1-1 or extra tutoring.

Slideshow:
https://docs.google.com/presentation/d/1wsTG_sydKXbFR--tSP6Xc6faIuJdZGFUjl1OzyfqxD8/edit#slide=id.g266e21f4523_0_5

✋ ATTENDANCE POLICY

You do not need to come to all of the sessions, but you should message me if you won't be attending. 3 or more unexcused absences in a row will result in getting kicked from the series.

Dates

January 28 - May 6

Learners

21 / 30

Total Sessions

34

About the Tutor

I'm a high school student from California and I joined schoolhouse because I would like to get certified for entry-level tutoring.

View Dylan P's Profile

Upcoming Sessions

14
20
Apr

Session 21

General Calculus Q&A

Go over memorizing derivatives, integrals, formulas, and trig identities using flashcards and how to spot when to use which formula quickly.

Session 22

Parametric equations, polar coordinates, and vector-valued functions

In-depth review of parametrics and vectors
21
Apr

Session 23

Office Hours

office hours

Session 24

Infinite sequences and series

In-depth review of infinite sequences and series
22
Apr

Session 25

Office Hours

office hours
I will put a study guide on the slides if anyone wants to tackle doing some exam questions to be fully ready.
27
Apr

Session 26

Differential equations

Doing more practice with differential equations problems

Session 27

Parametric equations, polar coordinates, and vector-valued functions

We will be reviewing the BC topics, so be sure to come if you still need help.
28
Apr

Session 28

Office Hours

This is the perfect opportunity if you need a topic explained or time to review. We will be transitioning into doing actual exam questions pretty soon.

Session 29

General Calculus Q&A

intensive review -- will likely be applications of integration or infinite series.
29
Apr

Session 30

Office Hours

Come if you need more time for review.
4
May

Session 31

Parametric equations, polar coordinates, and vector-valued functions

Doing problems, summarize problems solving procedures for similar problems.

Session 32

Infinite sequences and series

Summarize tests, errors, etc. doing some problems
5
May

Session 33

AP Calculus

We will be going through mcq's, frq's and strategy
6
May

Session 34

General Calculus Q&A

By now you should be ready to tackle the exam. If not, I may be able to advise you with a study plan for the next week. Best of luck

Past Sessions

20
28
Jan

Session 1

Orientation

Start the series with introductions and an overview.
29
Jan

Session 2

Office Hours

Office hours
4
Feb

Session 3

Limits and continuity

Review of limits
5
Feb

Session 4

Office Hours

Office hours (for hw or review)
11
Feb

Session 5

Differentiation: definition and basic derivative rules

Review of derivatives
19
Feb

Session 6

Differentiation: composite, implicit, and inverse functions

more abstract differentiation rules

Session 7

Office Hours

office hours
25
Feb

Session 8

Contextual applications of differentiation

Applications of differentiation
26
Feb

Session 9

Office Hours

office hours
3
Mar

Session 10

Differentiation: definition and basic derivative rules

differentiation review
4
Mar

Session 11

Office Hours

office hours
30
Mar

Session 12

Applying derivatives to analyze functions

More derivatives, word problems, practice
31
Mar

Session 13

Integration and accumulation of change

Integration strategy

Session 14

Office Hours

office hours
6
Apr

Session 15

Integration and accumulation of change

Integrating techniques
7
Apr

Session 16

Applications of integration

applying integration to word problems

Session 17

Office Hours

office hours
13
Apr

Session 18

Applications of integration

applications of integration continued (frq problems)
14
Apr

Session 19

Differential equations

solving particular equations and review

Session 20

Office Hours

office hours

Public Discussion

Please log in to see discussion on this series.

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