You did what the "Stanford Intro to Statistics" Coursera course couldn't: TEACH THE DAMN PROCESS IN A CLEAR AND LOGICAL WAY. Thank you, felt like I was losing my mind trying to figure it out from their surface-level lectures. Watching this entire playlist before I go back to the quizzes.
All of these statistics videos are so helpful! Finally something easy to understand. Thank you for not talking like a statistician and expecting everyone to know what you are talking about. That never works for new people to the topic.
Thanks sir.Im in a foreign country and I dont understand the stupid language so i dont understand shit in the lectures 😢 so i have to compensate by learning on my own or watchhing videos.Thanks this helped tremendously
Great question! You can kind of think of it either way. Venn diagrams are just a method of generally visualizing different outcomes. In the example of 2 circles overlapping slightly, there are 4 different outcomes. The overlapping area in both circles is the outcome where both events occur. The area inside of the first circle but outside of the second circle is the outcome where the first event occurs but the second event does not. Similarly, the area inside the second circle but outside the first circle is the outcome where the second event occurs but the first event does not. Lastly, the area outside of both circles is the outcome where neither event occurs. Each of these outcomes then have probabilities that you can find for each of them occurring. I hope this helps! :)
Great question! So it really comes from the context of the question. You would use mutually exclusive whenever you have two events that can not both occur at the same time. You would use independent when you know that the occurrence of one event has no effect on whether the second event occurs or not. Finally, you'd use conditional whenever you are trying to find the probability of a certain event occurring given that you know another event already (or will) occur.
Can you show more details, or use numbers and show an example. This is nothing more than what I can read in a textbook. Just talking about it isn't helping.
going to make the most unexpected academic comeback in human history after this
(I failed)
Hahah That's awesome to hear! I'm glad we could help!
facts
I failed
@@mcc974 Bruh
You did what the "Stanford Intro to Statistics" Coursera course couldn't: TEACH THE DAMN PROCESS IN A CLEAR AND LOGICAL WAY. Thank you, felt like I was losing my mind trying to figure it out from their surface-level lectures. Watching this entire playlist before I go back to the quizzes.
Why there is so few videos 😢
I think your channel needs more attention. Your videos are so simple and easy to understand!
I'm working on getting more put out soon! Just very busy with the 9 to 5, the company and making these videos!
Excellently taught. I was thinking how to teach my students.
All of these statistics videos are so helpful! Finally something easy to understand. Thank you for not talking like a statistician and expecting everyone to know what you are talking about. That never works for new people to the topic.
You visualized the formulae in a very simple and clear manner. I cant help but take time to appreciate your video even in a hurry. Keep going!😊
2:28 - this visual makes it really clear why we wouldn't count twice
excellent description! simple and effective!
Thank you so much for your support and positive feedback! :)
Thanks sir.Im in a foreign country and I dont understand the stupid language so i dont understand shit in the lectures 😢 so i have to compensate by learning on my own or watchhing videos.Thanks this helped tremendously
Thank you!
I love your videos keep going 💗
Thank you so much! I really appreciate the support! :)
Nicely delivered
Thank you!
Thank so much❤
You are very welcome
you're the best
No Dhrupad, you're the best! Thanks for watching!
Can you guys cover the 4 basic functions
Thanks
You are very welcome!
5 houts to go till exam aaaaand . Here I am. just starting prob.
You are so good at explaining 🥹
the circles represent probability of that event or only the event?
Great question! You can kind of think of it either way. Venn diagrams are just a method of generally visualizing different outcomes. In the example of 2 circles overlapping slightly, there are 4 different outcomes. The overlapping area in both circles is the outcome where both events occur. The area inside of the first circle but outside of the second circle is the outcome where the first event occurs but the second event does not. Similarly, the area inside the second circle but outside the first circle is the outcome where the second event occurs but the first event does not. Lastly, the area outside of both circles is the outcome where neither event occurs. Each of these outcomes then have probabilities that you can find for each of them occurring. I hope this helps! :)
how to know when to use conditional,mutual exclusive event or independent event formula?
Great question! So it really comes from the context of the question. You would use mutually exclusive whenever you have two events that can not both occur at the same time. You would use independent when you know that the occurrence of one event has no effect on whether the second event occurs or not. Finally, you'd use conditional whenever you are trying to find the probability of a certain event occurring given that you know another event already (or will) occur.
What's the answer to the conditional? Is it 1/13?
JESUS CHRIST LOVES YOU. ACCEPT HIM AS YOUR LORD AND PERSONAL SAVIOR Romans 10:9
Can you show more details, or use numbers and show an example. This is nothing more than what I can read in a textbook. Just talking about it isn't helping.
god damn it show a non-algebraic example this is so unhelpful
I'm sorry you didn't find this video helpful. I appreciate your feedback
Probality has algebraic problems?😢