Assuming we know p, can't we find the probability of choosing 3 people out of 5 with bernoulli? For example, suppose there are 20 people, 8 of whom are girls, in a group. Let's form a team of 5 people and ask to have 3 girls. How can we solve this with Bernoulli?
I'm trying to do cross solutions. When the answer to this question is solved with binomial, 0.2304 is found. I also want to solve it with geometric distribution. Statistics is a very rich content, is it not possible for us to do this?
Answers to Trial Question:-
Q1: Exactly 2
Q2: 0.70
Q3: 0.21
Perfect
Well done
Great video Sir. Thank you
You're welcome
Thanks snr. Really helpful 👊🏽
You're welcome boss
Great explanation
Thank you
Please what happened if the value 5 occurs?
Esther please I don't get your question. Can you reframe it?
What the title of the book please
It's not a book please. It is a slide
Thank you very much 😊
You're welcome Betty
Which texbook is this?
how will u be able to identify that is a bernoulli question
The question will have only two possible outcomes in a trial and you would be asked to calculate the probability of each outcome.
thanks bro
Can we have the slides please
Good work
Thank you
Thank you sir
But I have a question for you Sir🙏🙏
You're welcome 😊
Sure...
Assuming we know p, can't we find the probability of choosing 3 people out of 5 with bernoulli? For example, suppose there are 20 people, 8 of whom are girls, in a group. Let's form a team of 5 people and ask to have 3 girls. How can we solve this with Bernoulli?
I'm trying to do cross solutions. When the answer to this question is solved with binomial, 0.2304 is found. I also want to solve it with geometric distribution. Statistics is a very rich content, is it not possible for us to do this?
Well done
Thank you
Nice nice man
Thanks Kwabena
You are good
Thank you Gideon
you dont solve the assignments in the new videos
Variables are different😢😅