Random Variables, PMF, PDF, CDF, Mean and Variance
Distinguishes discrete and continuous random variables, PMFs, PDFs, and CDFs, then calculates expectation and variance.
Distribution
AMA1110 · Chapter overview
Introduces probability distributions, binomial and Poisson count models, the normal distribution, and normal approximation to the binomial distribution.
Distinguishes discrete and continuous random variables, PMFs, PDFs, and CDFs, then calculates expectation and variance.
Recognizes binomial settings, translates a context into n, p, and X, and calculates exact binomial probabilities.
Recognizes Poisson count models, converts rates to the required interval, and calculates exact Poisson probabilities.
Standardizes normal variables, reads tail probabilities, and approximates eligible binomial distributions using continuity correction.
Explains sampling distributions of the sample mean and sample proportion, when to use the CLT, and how to calculate sample variance.
Basic Mathematics I · AMA1110