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JB Statistics | Statistics for Everyone!

Making Statistics Make Sense. This is Jeremy Balka’s statistics website containing introductory statistics videos. I have a PhD in statistics, and have taught introductory statistics courses on many occasions. I try to be concise, and use real data in the vast majority of cases. Some of these videos move at a quick pace, especially my earlier ones, and they are not designed to be lecture replacements. 1 Discrete Probability Distributions. 12 The Expected Value and Variance of Discrete Random Variables.

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Jeremy Balka

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Gu●●ph , Ontario, N1G3A7

CANADA

519 ●●●●5168

jb●●●●@uoguelph.ca

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Jeremy Balka

31 Co●●●●●s Cr.

Gu●●ph , Ontario, N1G3A7

CANADA

519 ●●●●5168

jb●●●●@uoguelph.ca

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JB Statistics | Statistics for Everyone! | jbstatistics.com Reviews

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Making Statistics Make Sense. This is Jeremy Balka’s statistics website containing introductory statistics videos. I have a PhD in statistics, and have taught introductory statistics courses on many occasions. I try to be concise, and use real data in the vast majority of cases. Some of these videos move at a quick pace, especially my earlier ones, and they are not designed to be lecture replacements. 1 Discrete Probability Distributions. 12 The Expected Value and Variance of Discrete Random Variables.

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2 4 sampling distributions

3 5 confidence intervals

4 6 hypothesis testing

5 9 chi square tests

6 10 variances

7 12 regression

8 chapters

9 copy2013 jbstatistics

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JB Statistics | Statistics for Everyone! | jbstatistics.com Reviews

https://jbstatistics.com

Making Statistics Make Sense. This is Jeremy Balka’s statistics website containing introductory statistics videos. I have a PhD in statistics, and have taught introductory statistics courses on many occasions. I try to be concise, and use real data in the vast majority of cases. Some of these videos move at a quick pace, especially my earlier ones, and they are not designed to be lecture replacements. 1 Discrete Probability Distributions. 12 The Expected Value and Variance of Discrete Random Variables.

INTERNAL PAGES

jbstatistics.com

1

1.9 An Introduction to the Poisson Distribution | JB Statistics

http://www.jbstatistics.com/introduction-to-the-poisson-distribution

19 An Introduction to the Poisson Distribution. Link To This Video. 19 An Introduction to the Poisson Distribution. Tags For This Video. 18 An Introduction to the Hypergeometric Distribution. 114 An Introduction to the Geometric Distribution. 117 Poisson or Not? When does a random variable have a Poisson distribution? 17 The Binomial Distribution: Mathematically Deriving the Mean and Variance. 112 The Relationship Between the Binomial and Poisson Distributions. 117 Poisson or Not? Leave this field empty.

2

1.1 An Introduction to Discrete Random Variables and Discrete Probability Distributions | JB Statistics

http://www.jbstatistics.com/introduction-to-discrete-random-variables-and-discrete-probability-distributions

11 An Introduction to Discrete Random Variables and Discrete Probability Distributions. Link To This Video. 11 An Introduction to Discrete Random Variables and Discrete Probability Distributions. Tags For This Video. 12 The Expected Value and Variance of Discrete Random Variables. 15 An Introduction to the Binomial Distribution. 16 Binomial/Not Binomial: Some Examples. 117 Poisson or Not? When does a random variable have a Poisson distribution? 15 An Introduction to the Binomial Distribution. 8 Inference...

3

1.14 An Introduction to the Geometric Distribution | JB Statistics

http://www.jbstatistics.com/introduction-to-the-geometric-distribution

114 An Introduction to the Geometric Distribution. Link To This Video. 114 An Introduction to the Geometric Distribution. Tags For This Video. 111 Discrete Probability Distributions: Example Problems (Binomial, Poisson, Hypergeometric, Geometric). 18 An Introduction to the Hypergeometric Distribution. 113 An Introduction to the Multinomial Distribution. 116 Introduction to the Multinomial Distribution. 19 An Introduction to the Poisson Distribution. 18 An Introduction to the Hypergeometric Distribution.

4

1.4 The Bernoulli Distribution: Deriving the Mean and Variance | JB Statistics

http://www.jbstatistics.com/the-bernoulli-distribution-deriving-the-mean-and-variance

14 The Bernoulli Distribution: Deriving the Mean and Variance. Link To This Video. 14 The Bernoulli Distribution: Deriving the Mean and Variance. Tags For This Video. 17 The Binomial Distribution: Mathematically Deriving the Mean and Variance. 110 The Poisson Distribution: Mathematically Deriving the Mean and Variance. 111 Discrete Probability Distributions: Example Problems (Binomial, Poisson, Hypergeometric, Geometric). 112 The Relationship Between the Binomial and Poisson Distributions. Hi Jer. Yo...

5

1.12 The Relationship Between the Binomial and Poisson Distributions | JB Statistics

http://www.jbstatistics.com/the-relationship-between-the-binomial-and-poisson-distributions

112 The Relationship Between the Binomial and Poisson Distributions. Link To This Video. 112 The Relationship Between the Binomial and Poisson Distributions. Tags For This Video. 18 An Introduction to the Hypergeometric Distribution. 112 One-Way ANOVA: The Formulas. 19 An Introduction to the Poisson Distribution. 17 The Binomial Distribution: Mathematically Deriving the Mean and Variance. 16 Binomial/Not Binomial: Some Examples. 18 An Introduction to the Hypergeometric Distribution. Leave this field empty.

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testview.wordpress.com

Bookshelf | OnTestEngineering

https://testview.wordpress.com/bookshelf

Information and Best Practices on the Testing of Manufactured Electronics and Systems. If you’re interested in learning more about test engineering here are some great books that have helped me. I particularly want to thank Brendan and Patrick for answering my questions on test and economics. Much of the information in their books can’t be found anywhere else and is presented in a very practical way uniquely applicable to Test. The Economics of Automatic Testing, 2nd Edition 1994, by Brendan Davis. The P...

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The Effect of Power and Confidence in Electronics Testing | OnTestEngineering

https://testview.wordpress.com/2015/07/10/the-effect-of-power-and-confidence-in-electronics-testing

Information and Best Practices on the Testing of Manufactured Electronics and Systems. How Accurate Does Your Measurement Need to Be? The Effect of Power and Confidence in Electronics Testing. July 10, 2015. H0 = observe samples from a population with no defect or faults. Next we need to form an Alternative Hypothesis which must be measurable and mutually exclusive from H0 so that if one can occur the other cannot. This is referred to as Ha. These sample observations must come from some cause. Next we ne...

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Fault Coverage | OnTestEngineering

https://testview.wordpress.com/fault-coverage

Information and Best Practices on the Testing of Manufactured Electronics and Systems. Maximizing fault coverage plays an important role in test engineering. Fault coverage may be defined as the ratio of detectable faults to the total number of faults . Since no single technology exists for obtaining 100% coverage of all faults we must work to adopt a strategy that provides the most economical level of coverage as early in the process as possible using a combination of technologies. The only change I’ve ...

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Articles | OnTestEngineering

https://testview.wordpress.com/articles

Information and Best Practices on the Testing of Manufactured Electronics and Systems. Manufacturing Test Principles.pdf. The Relationship Between Quality, Fault Coverage and Yield. PCBA Test Flow Economics – Part I. PCBA Test Flow Economics – Part II. Functional Test View of Fault Coverage. 3 Sources of Manufacturing Defects. How to Read the Lean Time Chart. Pingback: A Study of Queuing Behavior in Continuous Flow Processes « OnTestEngineering. Leave a Reply Cancel reply. Enter your comment here.

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JB Statistics | Statistics for Everyone!

Making Statistics Make Sense. This is Jeremy Balka’s statistics website containing introductory statistics videos. I have a PhD in statistics, and have taught introductory statistics courses on many occasions. I try to be concise, and use real data in the vast majority of cases. Some of these videos move at a quick pace, especially my earlier ones, and they are not designed to be lecture replacements. 1 Discrete Probability Distributions. 12 The Expected Value and Variance of Discrete Random Variables.

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