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Enrichment • Series

Introduction to Counting and Probability

Shitij G

Series Details

Sessions

Public Discussion

This series ended on May 15, 2022. All 1:1 and group chats related to this series are disabled 7 days after the last session.

Series Details

About

In this series, we will cover the Introduction to Counting and Probability book that AoPS provides. We will look at topics ranging from Counting to Combinations to the Binomial Theorem. These topics will be very useful in doing well in math contests such as Mathcounts, the AMC 8, and AMC 10/12.

Tutor Qualifications

I have taught AMC 8 and related math competitions before, and I have a strong background in competition math.

✋ ATTENDANCE POLICY

You are free to attend sessions based on which topics you want to cover from Introduction to Counting and Probability

Dates

December 5 - April 11

Learners

24 / 30

Total Sessions

14

About the Tutor

Hi there! My name is Shitij and I'm a junior in High School. I have completed AP Calculus AB and BC as well as AP Statistics with a score of 5 in both. I have tutored, and am currently tutoring students in Algebra and PreAlgebra at my local non-profit for 2 years. I was also one of the earlier tutors here at schoolhouse.world. I have a youtube channel as well(https://www.youtube.com/channel/UCinwpgQ9163mWYpAcL0jE0A) where I cover topics ranging from Calculus to Algebra. I also cover topics in Competitive Math Contests like the AMC and AIME as well as Computer Science Contests like USACO. I look forward to teaching you!

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Upcoming Sessions

0

Past Sessions

14
5
Dec

Session 1

AoPS Math

In this session, we will look at how we can correct for overcounting in permutations with repeated elements and with counting pairs of items.
12
Dec

Session 2

AoPS Math

We will look at correcting for overcounting with symmetries and solve more complex counting problems
2
Jan

Session 3

AoPS Math

We will look at how we can form committees of people given certain specifications and how we can compute combinations to solve these problems
9
Jan

Session 4

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
23
Jan

Session 5

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
30
Jan

Session 6

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
13
Feb

Session 7

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
20
Feb

Session 8

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
28
Feb

Session 9

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
13
Mar

Session 10

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
21
Mar

Session 11

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
27
Mar

Session 12

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
3
Apr

Session 13

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.
10
Apr

Session 14

AoPS Math

We will look at more Probability, Think About It questions. These questions revolve around counting and probabilities, but often have an unusual twist to them.

Public Discussion

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