Geometric Distribution – Concepts, Formulae & Practice
SAT Score Range
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3 sessions
•
UK
ET
AC
+2
•
🔥 5 spots left!
About
Following the completion of the Binomial distribution, we will now focus on X ~ Geo(p) where P(X=r)=p(1–p)^(r–1). We identify real “repeat‑until‑success” situations, use notation, and apply the probability and expectation formula E(X)=1/p (proof not required). More than half of the class is devoted to CAIE past‑paper questions and discussion of model suitability.
It is recommended that you bring a pen, a calculator, and paper.
If you don't have one, then Desmos would be a suitable alternative.
It is advisable that you have a solid understanding of fundamental probability and some basic knowledge about the Binomial distribution.
Tutored by
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!
✋ ATTENDANCE POLICY
Please arrive on time and stay for the full Duration. Active participation in chat or mic is required.
SESSION 3
15
Aug
SESSION 3
Random variables and probability distributions
Random variables and probability distributions
Fri 4:15 AM - 6:15 AM UTCAug 15, 4:15 AM - 6:15 AM UTC
Geometric Distribution
I will introduce the topic (as explained in the series details) with a mini-lecture and will practice past paper questions.