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Advanced Binomial Expansion

SAT Score Range

1 session

This series ended on July 1, 2025. All 1:1 and group chats related to this series are disabled 7 days after the last session.

About

In this session, we will conduct a focused review of the binomial expansion, covering key concepts and challenging problems. This session is ideal for learners who have already completed the Khan Academy Pre-Calculus course on Binomial Theorem and want to deepen their understanding by tackling more advanced questions. We'll briefly revisit the basics, but our primary focus will be on solving complex problems and mastering advanced applications. Please bring a calculator (Desmos or physical), a pen, and paper for note-taking and solving tasks. Active participation will be essential as you’ll be working through problems live. For those unfamiliar with the basics, I recommend completing the Khan Academy Pre-Calculus Binomial Theorem module prior to attending:
Khan Academy Binomial Theorem. 

We will also reference problems from Cambridge resources, so please be prepared!

we will cover:-
use the expansion of (1 + x)^n, where n is a rational number and |x| < 1.

Finding the general term in an expansion is not included.
Adapting the standard series to expand, e.g. (2 - 1/2 x)^(-1), is included, and determining the set of values of x for which the expansion is valid in such cases is also included.


Tutored by

Tasheen U 🇧🇩

Certified in 5 topics

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A recent graduate of CAIE A-levels with Mathematics, Physics, and Computer Science. Currently, pursuing my B.Sc. in Computer Science & Engineering. Passionate about math and education, I am eager to help others excel in subjects including math, physics, computer science, and SAT Prep. Excited to tutor in various math areas such as Algebra, Geometry, Pre-Calculus, Calculus, and Statistics. Let's learn and grow together!

Schedule

✋ ATTENDANCE POLICY

In this session, I will cover the Binomial Theorem as outlined in the series description. My goal is to complete the entire topic during this session, but if more time is needed, I will schedule additional sessions to ensure we cover everything thoroughly. Please be prepared to engage with the material, and bring a calculator, paper, and pen for working through problems live during the session.

SESSION 1

1

Jul

SESSION 1

Series

Series

Tue 11:45 AM - 12:45 PM UTCJul 1, 11:45 AM - 12:45 PM UTC

In this session, I will cover the Binomial Theorem as outlined in the series description. My goal is to complete the entire topic during this session, but if more time is needed, I will schedule additional sessions to ensure we cover everything thoroughly. Please be prepared to engage with the material, and bring a calculator, paper, and pen for working through problems live during the session.

Public Discussion

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Jul 1

1 week

60 mins

/ session

SCHEDULE

Tuesday, Jul 1

11:45AM