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What is Continuous Probability Distributions Explained about?
This document discusses continuous random variables and their probability distributions. It covers: 1) Continuous random variables can assume any value within an interval rather than discrete counts. Their probability at a single value is always zero. 2) Probability density functions describe continuous distributions. Their area under the curve is 1 and the probability in an interval is the area under the curve between those bounds. 3) Common continuous distributions covered include the uniform, normal
- Author
- Khay Ong
- Language
- EN