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Algebra 1 Series

11

Learning How to Problem Solve: Advanced Algebra I AOPS

Starts

Join this interactive series where we explore Art of Problem Solving’s Introduction to Algebra; one of the best books for mastering the fundamentals of algebraic thinking. Each session will focus on one chapter at a time, breaking down the most important concepts, formulas, and problem-solving strategies to help you build a strong foundation in algebra.

We’ll work through example problems step-by-step and practice applying key ideas to challenging exercises. You’ll also learn effective approaches and reasoning techniques that can help you in math contests and advanced coursework.

Remember to bring a Pencil, Eraser, and Calculator! Each lesson runs 60–90 minutes, covering one chapter per day for steady, in-depth progress through the textbook.

Whether you’re just starting algebra or want to strengthen your fundamentals, this series will help you understand not just how to solve problems, but why the methods work.

Adwaith N

5/10
You bring the questions, and we'll work through them together. If needed, I can teach the basic concepts to help you work through your homework and practice.

Videh J

0/150

Algebra 1 help

Starts

Whether you are struggling in a class, studying for the SAT, or just want a head start, we will cover any and all concepts that will help you succeed. We will review the course using units from Khan Academy in order unless anyone would like to skip ahead to specific topics.

Siri J

Registration full.

😎👍Solving Linear Systems

Starts

Each week, we will go over one method of solving linear systems, with quizzes and questions from Khan Academy, and a final cumulative test at the end.

Viraj J

3/10

Algebra l Khan Academy Competitions!!!

2nd session

Each week, we'll do Khan Academy competitions that culminate in one Kahoot at the end! Winners get a certificate and tons of bragging rights!

Note: if this series doesn't reach 30 registered learners by one day before its first session, I'll unfortunately be moving it. Please encourage your friends and connections to join!

Maia S

22/50

Algebra 1 Khan Academy topics

3rd session

Each week, we will go over a topic from Khan Academy in order, unless a specific topic is requested.

Aarush H

1/10

Algebra study session.

3rd session

General help with algebra, including but not limited to homework help, concept revision, additional resources (like notes and problem sets), etc. Hope in for random doubts too (in algebra that is).

Vasudha D

4/50

Algebra 1: 25-26 School Year

5th session

Each week, we'll have a few sessions to go over some key algebra topics to help you during the school year! :)

Aditya D

6/10

Advanced Algebra I (A Complete Course)

19th session

This course covers Algebra I. However, this is not just a basic course. Based on Art of Problem Solving's Introduction to Algebra, this course is designed to go beyond Algebra I, teaching students skills in math and problem solving that will take them further in their future math courses.

Sky J

Registration full.

Quadratic Functions study group

19th session

Timing: Approximately 9 weeks

In this series, you will develop a strong foundation in the concept of quadratic functions. You will understand that quadratic functions have a linear rate of change and are often formed by multiplying two linear expressions, and therefore not linear. Quadratic functions are useful for modelling phenomena that have a linear rate of change and symmetry around a unique minimum or maximum. This foundational understanding of quadratics helps you build your conceptual knowledge of nonlinear functions and prepares you for further study of polynomial and rational functions in Algebra 2.

ENDURING UNDERSTANDINGS
You will understand that ...
- Quadratic functions have a linear rate of change.
- Quadratic functions can be expressed as a product of linear factors.
- Quadratic functions can be used to model scenarios that involve a linear rate of change and symmetry around a unique minimum or maximum.
- Every quadratic equation, ax2+bx+c=0ax^2+bx+c=0

, where aa

is not zero, has at most two real solutions. These solutions can be determined using the quadratic formula.

KEY CONCEPTS
- 1: Functions with a linear rate of change
- 2: The algebra and geometry of quadratic functions
- 3: Solving quadratic equations
- 4: Modelling with quadratic functions

Jeremy L

1/30

IGCSE Math Review

22nd session

Series to prepare Zahrah for the IGCSE Edexcel math exmaination in november, we will be solving full length past papers, going over past paper questions, having doubt solving lessons and discussing mistakes or just fine tuning for the major goal. All the best!

[no fixed session times, based on the learner's schedule]

Palaash G

Registration full.