Normal Probability Plots Explained (OpenIntro textbook supplement)

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Topics covered in this video:
- Probability basics
- Disjoint / mutually independent
- Probability Distributions
- Complement
- Independence and probability

Video author, voice, and editor: David Diez.
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I loved this video. A nice follow up, would be a video where you go much deeper into the theory and explain the math behind these kind of plots. Thank you.

navjotsingh
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Best explanation on Youtube for this topic, thank you.

Mahmoud-lixn
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I agree with other comments. This is the best explanation of this topic on YouTube

rffairchild
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Probably the best explanation video out there

riccardomattea
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Recipe for QQ-plot (quantile-quantile) in R:

## In R, a key observation is that the "pnorm" and "qnorm" functions are inverses of each other.
## To construct a QQ-plot of N observations (random samples here):
##
## Number of observations
nn <- 100
## the (sorted) data
the.sample <- sort(rnorm(nn))
## nn equally spaced probabilities
probs <- seq(from=1/nn, to=1-1/nn, length.out=nn)
quants <- qnorm(probs)
## QQplot
plot(quants, the.sample)
## R internal version
qqnorm(the.sample)
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REPLY

gunning
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Right vs. left skewness is depicted the opposite way. The picture on the left is skewed to the left, and the picture on the right is skewed to the right.

aCllips
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I can't explain how best the video was. thanks 😊

Outlier_G
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so, the x axis here is the z score values and the y axis is the actual values? and plotting it against one another as seen here, we should see how it lines up? the better the linearity, the more 'normal' the distribution?

ankmeyester
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Thanks for the video. How to generate the line for non-normal distributed data? I can understand that for the normal distributed data, the line has slope of STD and intercept of mean, then the x axis value is z score and y axis value is the actual data value. But how about the non-normal data set? how exactly to calculate the x axis value for each data point? how to calculate the y values for the straight line?

kittyxing
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just what I was searching for Nice job !!

Valerie-wszr
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In the textbook, I found the QQ-plot explanation to be lacking. Here, too, a number of key attributes are missing. First off, we must order the empirical observations (y-axis), as noted in previous comments. An explicit definition of "quantile" in earlier lectures would set the stage here, motivating "theoretical quantiles": the quantiles of the standard normal associated with the empirical probabilities (e.g. regularly spaced probabilites).

gunning
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so why it is so? why dont u explain the reason for not fitting the line

shokhrukhabduahadov
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Simply awesome! Thanks for shring this!

rishisingh
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Well, The name is Normal probability plots. a) Why are they called Probability plots? b) Why the plot between the observed data and z score is supposed to be a straight line? Well I can understand if the data fits well its a measure of goodness of the fit, however, I dont understand why this has to be a straight line

sunilkumarsamji
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Can we use the slope of the probability plot to measure the population variance of a sample?

mmdsaleh
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So, my data is skewed and non-normally distributed - What's to be done?
Do I perform some transformation to force normality, or do I rather just perform non-parametric tests?

robert
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im doing my thesis rn, and the data is not normal, what to do with this? 😭😭

StellaNimas
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Thanks for the video, it's been helpful. Kudos

allanmuganga