This series primary focus is to learn the Trigonometry unit in Algebra 2. I assume that you have good knowledge of Algebra 1, and high school Geometry, especially triangle similarities, congruences and basic proofs learned in Geometry.

We aim to master unit 13 & 14 of Algebra I in Khan Academy

The goal of this series is to provide you with a learning experience that helps you develop a deep understanding of the principles (i.e. fundamentals) of Algebra 2. Each week, we'll try to learn a unit corresponding to a unit from [this curriculum](https://mathmedic.com/course/Algebra-2) [](https://www.khanacademy.org/math/algebra2)with content from Khan Academy, and other interesting sources such as Geogebra and Art of Problem Solving (AoPS). To help you have a great experience through the sessions, I'll prepare and find some challenging problems and other simple problems that we'll work on together during the sessions. So, please be prepared with a paper and pencil (or some similar tool). Note: I will be adding sessions as we go through the series.

In this series, I aim to explain trigonometry, from its beginnings, using discovery-based learning where my aim is to discuss with you excellent problems that motivates the formulas and helps you discover the theorems yourself. The main focus will be to master [unit 11: trigonometry](https://www.khanacademy.org/math/algebra2/x2ec2f6f830c9fb89:trig) in Algebra 2, but we can study other relevant units as we see fit.

Each week, we'll study a topic in Geometry starting from unit 1. I will integrate to our lessons excellent resources such as Geogebra, Euclid Elements Book, challenging problems from The Art of Problem Solving (AoPS). I expect to have the pace of the series to be at least 4 sessions per week, where each session is about 60 min. However, we'll adjust this based on your preference.

Everyday, for around an hour, we will go over exciting problems starting from Unit 5 until eventually we finish the last unit (Unit 9) in Khan Academy Geometry, with the aim to master solving problems with varying levels of challenges.