Discrete Random Variable : How to find probability from a CDF.

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How to find probability from a given Cumulative Distribution Function.

#AM025 #RandomVariable #HanyadiKMJ #OnlyinKMJ
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Why are random Indian guys on youtube so good at teaching people stuff. I had no idea what a CDF was and it was taught in a whole lecture and I didn't get it.
This video here, wow. Absolute brilliant guy explains it so simply and now I really understand what this is.

greego
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So easy to understand! Saved me for tommorows exam, thank you and keep going!

ionplesca
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This is a really good tutorial! Thank you!

zerodegreescelsius
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thank you for helping statisticians across the world!

mrbioproductions
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thanks, its brief and straight to the point

emmanuelclement
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These video helped me understand more. Thank you

lesliesuze
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The distribution of X is given by
x 1 2 3 4 5
F(x) 0.2 0.32 0.67 0.9 1
P(x) 0.2 0.12 0.35 0.23 0.1

Just check if it correct. 😊

thisiswhoiam
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Hi thank you for the clear explanation!

FroodTooth
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If P (x<2), what would be the answer?

shinedelunas
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i just found this video because of my assignment. It was really helpful, I just to confirm though. In the case of P(X>2), should i add first the ones before the f(2) if the sum is not given before i subtract it to the total?

theoadrianaquio
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This is CMF which is used for Discrete Random Variable

motivatedtillup
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Can't we do it like p(x>2)=p(x=3)+p(x=4)+p(x=5)
=0.67+0.9+1
=2.57

greeksgaming
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Hey, Its a good breakdown of the question. But i dont quiet get the Last question, the "C". How did you get the answer?

kyancuarte
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For the c, why is it f(4) - f(1) not f(4) - f(2)

kab
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thanks for the explanation, great video
btw
i have some question
what is the probability if we take
P (2 < X < 3)?
is it gonna be 0?
and
P (2 < X < 4) ???

hyper
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Owalikumsalam
What's your country?

isthamja
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Let X have the binomial p.d.f. | f(x)= 3! x!(3-x)! ( 2 3 )^ x ( 1 3 )^ 3-x, x=0,1,2, 3. Find the p. d. f.of Y = X ^ 2 ?
Can you solution

عليباحث
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I am lost can you explain where F2 comes from?

angelaknight