We are going to cover analytic geometry from an axiomatised view.

Here we will discuss the properties of logarithms when defined by the integral of 1/t.

I plan to teach linear algebra which will extend from its applications to analytic geometry as well as systems of equations and the like.

A session designed to teach inequalities over polynomials and factorisation.

A one off session designed to teach a student polynomial inequalities and factoring.

I'm a student passionate about mathematics and I have studied algebra through the whole of the high school level and beyond, and I would be well qualified to answer any and all questions pertaining to high school algebra as well as often provide proofs if desired

one off for a student private session for review of some logs proofs stuffs

Bring any questions you have about topics in Alg 2. I can provide a general overview of how to solve it or an in-depth analysis of not only the problem at hand but also show and prove most properties used to solve the problems themselves. The class will be a fairly open discussion, and questions will be answered on demand. I probably won't go over any extra content, so come prepared with lots of questions.

Ask any questions you have about logs, I'll probably be able to answer it.