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Newest Essentials of Mathematical Statistics summaries

Introduction to Probability and Statistics: Chapter 2, Sections 4-5 Introduction to Probability and Statistics: Chapter 2, Sections 4-5

  • Class notes

    Introduction to Probability and Statistics: Chapter 2, Sections 4-5

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    4
    May 2018
    2017/2018
  • In depth, step by step solutions for probability mass functions, Poisson distribution, mean and variance. Provides comprehensive steps, solutions, formulas and theorems.
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Introduction to Probability and Statistics: Chapter 1, Section 1 Introduction to Probability and Statistics: Chapter 1, Section 1

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    Introduction to Probability and Statistics: Chapter 1, Section 1

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    5
    May 2018
    2017/2018
  • Introduction to Probability and Statistics. Basic probability concepts and theorems.
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Introduction to Probability and Statistics: Chapter 3, Sections 2-3 Introduction to Probability and Statistics: Chapter 3, Sections 2-3

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    Introduction to Probability and Statistics: Chapter 3, Sections 2-3

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    3
    May 2018
    2017/2018
  • In depth, step by step solutions for continuous random variables, uniform distributions, exponential distributions, and normal distributions. Comprehensive solutions and analysis with charts and definitions.
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Introduction to Probability and Statistics: Chapter 6, Section 1 Introduction to Probability and Statistics: Chapter 6, Section 1

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    Introduction to Probability and Statistics: Chapter 6, Section 1

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    3
    May 2018
    2017/2018
  • In depth, step by step solutions for simple regression, covariance, correlation, covariance and correlation graphs. Also has review of Goodness of Fit hypothesis testing and functions of continuous random variables.
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Introduction to Probability and Statistics: Chapter 4, Sections 4-6 Introduction to Probability and Statistics: Chapter 4, Sections 4-6

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    Introduction to Probability and Statistics: Chapter 4, Sections 4-6

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    3
    May 2018
    2017/2018
  • In depth, step by step solutions for confidence intervals for a proportion and confidence interval for population mean. Introduces key theorems and analysis of necessary formulas.
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Introduction to Probability and Statistics Final Review pt2 Introduction to Probability and Statistics Final Review pt2

  • Class notes

    Introduction to Probability and Statistics Final Review pt2

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    3
    May 2018
    2017/2018
  • Final exam review. In depth, step by step solving Goodness of Fit, Test of Independence, covariance, correlation. quantile-quantile (QQ) plot, and hypothesis testing for two means.
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Introduction to Probability and Statistics: Test 2 Review Introduction to Probability and Statistics: Test 2 Review

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    Introduction to Probability and Statistics: Test 2 Review

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    3
    May 2018
    2017/2018
  • Test 2 review sheet. Concepts reviewed are functions of continuous random variables, joint distribution, confidence intervals for proportions, pdf and cdf.
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Introduction to Probability and Statistics: Chapter 4, Sections 7-8 Introduction to Probability and Statistics: Chapter 4, Sections 7-8

  • Class notes

    Introduction to Probability and Statistics: Chapter 4, Sections 7-8

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    3
    May 2018
    2017/2018
  • In depth, step by step solutions on confidence intervals for one variance, confidence intervals for differences and independent sampling.
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Introduction to Probability and Statistics: Chapter 5, Sections 7-8 Introduction to Probability and Statistics: Chapter 5, Sections 7-8

  • Class notes

    Introduction to Probability and Statistics: Chapter 5, Sections 7-8

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    3
    May 2018
    2017/2018
  • In depth, step by step solutions for hypothesis testing for comparing two variances, Goodness of Fit, chi-square, and Test of Independence.
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Introduction to Probability and Statistics: Chapter 5, Sections 4-5 Introduction to Probability and Statistics: Chapter 5, Sections 4-5

  • Class notes

    Introduction to Probability and Statistics: Chapter 5, Sections 4-5

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    3
    May 2018
    2017/2018
  • In depth, step by step solutions for hypothesis testing when comparing two variances and hypothesis testing when comparing two means.
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