This engaging course, "An Intuitive Introduction to Probability," presented by the University of Zurich, provides a solid foundation in Probability Theory. Through 5 modules, participants will gain an intuitive understanding and practical application of probability in various real-life scenarios.
Upon completion, participants will possess the skills and confidence to apply Probability Theory in diverse contexts, making informed decisions and effectively managing uncertainty.
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An Intuitive Introduction to Probability comprises 5 lively modules covering essential topics such as Probability, Conditional Probability, Applications, Discrete Random Variables, and Normal Distribution. Engage in entertaining presentations and exercises to apply your knowledge effectively.
This module provides an easy introduction to Probability, covering fundamental concepts such as Definition and Rules, Statistical Independence, and Subjective Probabilities. Engage in entertaining presentations and exercises to apply your knowledge effectively.
Module 2 delves into Conditional Probability, offering intuitive insights into concepts like Multiplication Rules, Probability Tables, and Bayes Rule. Engage in lively presentations and exercises to reinforce your understanding and application of Conditional Probability.
Explore intriguing real-life applications of Probability Theory in Module 3, including the Monty Hall Problem, The Prosecutor's Fallacy, and more. Engage in entertaining presentations and exercises to enhance your problem-solving skills.
Discover the world of Discrete Random Variables in Module 4, covering topics such as Expected Value, Measures of Dispersion, and the Binomial Distribution. Engage in lively presentations and exercises to strengthen your understanding and application of Discrete Random Variables.
Module 5 focuses on Continuous Random Variables and the Normal Distribution, providing insights into Calculating Normal Probabilities, Applications of the Normal Distribution, and more. Engage in entertaining presentations and exercises to apply your knowledge effectively.
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