Below are the descriptions of the maths-journeys for the (discrete) probability and intro to continuous distributions, gaussians and statistics. A subset of these is what any middle or high school covers. If your school covers barely anything from the subject, view these as a mathematical introduction to the fundamental concepts of probability and statistics.
Note: we do NOT solely prepare for one exam in the fastest possible way. We want people to understand and even solve non-trivial problems.
So the topics like "And/Or probabilities", "Conditional Probability", etc.. are of your interest then. Also "Basic Data Visualisation", "Median, mode, mean", .... from Statistics is what you may need. Not only we will present those in as clear way as possible, we will also solve lots of exercises on them.
For now, we are only launching this plan for the partner schools, and so the dates are adjusted to their needs. If you want to join in, simply contact us (see the last tab).
Key words: Fundamentals of probability, middle/high school, for beginners, basic theory.
Key words: very first steps into statistics, mean+median+mode, basic data visualisation.
The first step is to refresh the memory about discrete set up and dive a bit deeper. The next step is take a formal and clear introduction into the continuous world. This is where Gaussian and the theory for famous statistical tests will appear. The "High School" mode of the course below is what covers those.
For now, we are only launching this plan for the partner schools, and so the dates are adjusted to their needs. If you want to join in, simply contact us (see the last tab).
Key words: Theoretical dive into probability theory, continuous & discrete worlds, two modes: high school / uni.
Every curriculum is unique, and different schools may have different priorities and demands. We know this and we are ready to work with you individually to provide extra maths education tailored to your needs. It could be something for high-achieving students, it could be sparking the curiosity or maths-career interest, it could be something else. Anyway, if this sounds interesting, please get in touch with us:
Next Steps
The next steps depend on what you have just completed :) If it were "middle school" theory, then maybe "high school theory" is your next step. If you are done with both, then exploring probability for career / internships prospects is reasonable. In any case, please: