BiteSize Statistics for Absolute Beginners
University of Colorado Boulder via Coursera Specialization
Overview
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Introduces foundational data types (nominal, ordinal, interval, ratio) and descriptive statistics (mean, variance). Covers discrete/continuous probability, conditional probability, and Bayes’ theorem. Explores key distributions (normal, binomial, uniform) and their parameters.
Syllabus
- Course 1: BiteSize Stats: Data and Descriptive Statistics
- Course 2: BiteSize Stats: Probability Rules and Bayes Theorem
- Course 3: BiteSize Stats: Key Probability Distributions
Courses
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BiteSize Statistics for Absolute Beginners: Data and Descriptive Statistics is the first course in the BiteSize Stats for Absolute Beginners specialization. It builds the foundational statistical literacy that every later course depends on: how to think like a statistician, how to classify and measure data correctly, and how to summarize a dataset's center, spread, and shape. Across five modules, learners progress from the Prepare-Analyze-Conclude workflow and the DIKW framework, through population/sample vocabulary and the four probability sampling methods, to the three measures of center (mean, median, mode), the four measures of spread (range, IQR, variance/SD, CV), and finally frequency tables, histograms, distribution shape, the Empirical Rule, and box plots. Every core lesson pairs a short video walkthrough and reading with a hands-on interactive notebook built around a realistic business scenario, and each module closes with a graded applied lab using a real dataset.
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BiteSize Statistics for Absolute Beginners: Key Probability Distributions is the third and final course in the BiteSize Stats for Absolute Beginners specialization. It shows how the probability rules from Course 2 turn into named, reusable models — random variables and their distributions, the binomial and Poisson families for discrete counts, the Normal distribution for continuous measurements, and the sampling distributions that connect any of them back to real data. Across five modules, learners progress from random variables, PMFs, expected value, and CDFs, through the binomial distribution for fixed-trial counts and the Poisson distribution for rate-based counts, to the Normal distribution, Z-scores, and inverse-Normal problems, and finally the Central Limit Theorem and sampling distributions of the mean and proportion. Every core lesson pairs a short video walkthrough and reading with a hands-on interactive notebook built around a realistic business scenario, and each module closes with a graded applied lab using a real dataset; two modules also include a fully worked bonus case study.
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BiteSize Statistics for Absolute Beginners: Probability Rules and Bayes' Theorem is the second course in the BiteSize Stats for Absolute Beginners specialization. It builds the probabilistic reasoning skills that underlie every later course on distributions, sampling, and hypothesis testing: how to compute probabilities from first principles, combine them correctly with the addition and multiplication rules, condition on new information, count outcomes precisely, and update beliefs with Bayes' Theorem. Across five modules, learners progress from the axioms of probability, event types, and Venn diagrams, through the addition and multiplication rules and probability trees, to conditional probability and contingency tables, permutations and combinations, and finally the Law of Total Probability and Bayes' Theorem — including its use in medical testing and fraud detection. Every core lesson pairs a short video walkthrough and reading with a hands-on interactive notebook built around a realistic business scenario, and each module closes with a graded applied lab using a real dataset.
Taught by
Di Wu