The badge earner is able to describe the probability concepts; mean, variance, conditional probability, Bayes rule and statistical independence and compute the mean and variance of random variables. The earner is able to describe discrete and continuous distributions such as geometric, binomial, Poisson, uniform, exponential and normal and can compute the derive properties of functions of random variables and understand how real-world phenomena can be modeled using probability distributions.

• Type Validation
• Level Foundational
• Time Weeks
• Cost Paid