Prob/Stats Probability book for basic understanding

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SUMMARY

The discussion centers on recommended books for foundational understanding of probability and combinatorics. Key suggestions include "Probability for the Enthusiastic Beginner" by Morin, which is praised for its comprehensive exercises, and "Fat Chance: Probability from 0 to 1," noted for its engaging approach. Both books are suitable for high school and undergraduate students seeking an introductory exposure to probability theory, discrete and continuous random variables, and related concepts.

PREREQUISITES
  • Basic understanding of combinatorics
  • Familiarity with probability theory
  • Knowledge of discrete and continuous random variables
  • Concepts of joint probability density functions (pdf) and cumulative distribution functions (cdf)
NEXT STEPS
  • Explore "Probability for the Enthusiastic Beginner" by Morin for structured learning
  • Read "Fat Chance: Probability from 0 to 1" for an engaging introduction to probability
  • Investigate limit theorems and point estimation techniques
  • Study confidence intervals and hypothesis testing methodologies
USEFUL FOR

Students at the high school or undergraduate level, educators teaching introductory probability, and anyone seeking a foundational understanding of probability and combinatorics.

songoku
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I want to learn topics related to combinatorics, probability theory, discrete and continuous random variables, joint pdf and cdf, limit theorems and point estimation, confidence intervals and hypothesis testing.

Any recommendations for books to learn those topics? High school level or undergraduate level is good and if possible I also prefer books intended for first exposure to these lessons

Thanks
 
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For a basic intro I'd highly recommend Morin's Probability book.
 
haushofer said:
For a basic intro I'd highly recommend Morin's Probability book.
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Is that what you mean? Thanks
 
Thank you for all the recommendations haushofer, Frabjous, Dragon27
 

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