Continuous probability distribution intro

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Exploring continuous probability distributions (probability density functions)
  1. Khan Academy
  2. pdf
  3. probability density function
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Комментарии
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Awesomely interesting stuff! Thank you very much, sir.

raXunHAWK
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Yours are the best math videos on the web... thank you so much.

ryanperkins
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Started my revision for Continuous R.Vs today. I was so chuffed when this popped up in my subscriptions!

MisterAlexUk
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awesome discription given.. best for core concept

dhruvgandhi
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wow i watched your videos in 2019, and it really interesting when came to philosophical answer of question why the probability of exact value of X should be 0. you did great job sir.

yogi
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Very helpful video with great visualization! Thank you!

BryanJamison
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You're the best so far .Thank you :)

rimazfarouk
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You never disappoint me dude, keep up the good work.

manuelubillus
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Excellent.Leads naturally to the bell shaped curve.

johnbingham
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Justin Kirk is a math expert? You learn something new every day ...

AcianaC
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... It got pretty interesting in the end hahahahaha

yoyo
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Thank you for the detailed explanation!

mibkl
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thanks for explaining this! That was very well done!

NoelStalker
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just amazing, got all of that in one run...

ShoebMohammadOnline
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Solid explanation ... making a pattern and lastly proving the pdf at an integer value is 0. Thumbs up

subashchandrapakhrin
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What he is actually doing is showing that the area of the smaller and smaller rectangles converge to the probability P(X=3). And the sequence of numbers, 1/25, 1/250, 1/2500, ... (1/[25*10^n]) converges to zero.

If you want to express 1/∞ as the result of that limit. 1/∞ = 0.

honrilful
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Really struggling in an intro Statistics class for health care and these videos have helped a lot. Can you point me to any videos that would refresh me on how to manipulate inequalities like this? I'm so lost trying to determine something like finding the standard normal variable z for P(-z0 < z < z0) = 0.9442. We're just using a table for standard normal distribution (z) values in the textbook since calculus is out of the scope of the course.

I took Math A30/B30/C30/Intro Calculus in high school but haven't touched any of that since 2004 or so. Can someone help me?

rick