Probability Calculations using Venn Diagram
Вставка
- Опубліковано 24 чер 2016
- This video demonstrates how to solve probability questions using a Venn Diagram. Joint, union, complement, and conditional probabilities examples included.
Solved- Probability problems from Venn Diagram: • Solved- Probability pr...
Probabilities: AND, OR, GIVEN - • Solved -Probabilities:...
Thankyou so much. I don't feel stupid anymore.
out of all youtube videos like this, this one is really understandable.
Came for the lesson, stayed for the voice
he does have a convivial voice
Adam Nanji lol same
You deserve all the nice things in life
Lol. Agreed.
such a good and simple video!
Thank you sir! , thank you for saving me.
Very good explanation 👏
Straight Up, Thanks man
Ib students, this is our guy
Thank you for your help sir!
Oh, thank heavens you and your videos exist qwq. Idk what to do with my homework and I've been wanting to cry XD
Thank you so much! Now I don't feel so stupid Qwq
Glad this old video still helps.
thanks now I can feel good about my exam
Very help full video
Very grateful for this video
You're welcome. Glad it helps.
How would you do this question if you weren’t given the middle section?
then that isnt a venn diagram
assuming you mean if the overlap of both sets (circles) is 0: the events (participation in classes) would then be mutually exclusive and all questions containing "AND" would result in 0 probability
Thank you sir
U da man
Why did he minus 1 on q.3
It is called the complement rule. If the probability that it is going to rain is 0.4, then the probability that it is not going to rain will be 1 - 0.4 =0.6.
Thank youu
why didnt the teacher just say this?
What is I was given how many students take neither but I wasn’t given how many take both? How would I go about to find how many take both?
What else were you given?
THANKYOUUUUUUUUUUUUUUUUUUUUUUU
I should've seen this sooner
thx i love u
REAL
What is the probability that a randomly selected student took sociology given that they didn't take philosophy? Or Pr(S|~P)
P(S|~P) = P(S & ~P)/P(~P) = 11/20
What if they haven't given us the number of students that is doing both the subjects?
Can you state what you are given?
Oh no I'm just asking what to do
u look like deji
Ok. Say hi to Deji then. 😄
i hated it