@@ayush7805 Not true, watch the the series and you'll find the problems a lot easier and you will be less confused. Though this series alone won't help, you would also need a bit of practice.....
@@zepherius9997 If it is helping you then go for it. Since I have cracked JEE in the past, I am pretty sure most of the concepts here are the building blocks of engineering and have little to no use in the JEE questions, this course is mostly theory and proofs which we take for granted in class 11th and 12th.
While calculating probabilities why we should be interested in calculating P(AUB) in either of the event's probabilities because we have P(A intersection B) and individual probabilities which are direct probabilities
@ Probability is not easy because it's not that intuitive. There's a famous problem that's often told to show how bad we are at estimating probabilities. It goes something like this: in a group of 23 people, what's the probability that 2 of them have the same birthday? Most people (including myself) find it hard to believe that probability is 0.5. It get's even harder to believe when you find out that in a group of 75 people that probability is 0.99. 😁 There are famous people like Warren Buffett or Charles Munger who often talk about how bad humans are at estimating probabilities. So don't be discouraged if probability is hard for you. It's hard for most people who truly try to understand it. 😊Try having fund while you're learning it, so you can have fun with it once you're good at it.
I may be wrong but it seems to me that if you grasp the simple axioms of the sample space it isn't hard, in terms exclusion and exhaustion (complementarity) rules.
Let’s Go! Wow, okay, if there exist pairs of zeros, and those zeros showcase 1/x is exactly 1👈or satisfy the definition ,one way or another, That could be high probability?? Example: @&$&00000$&& is 1/x of .@&$&111111@@$ 00000👈those resemble white balls ⚽️..
![[Discrete Mathematics] Axioms of Probability](http://i.ytimg.com/vi/xuv6BCR-iNc/mqdefault.jpg)
This series is one off the best explaining probability and statistics on youtube i am a big fan:-)
Absolutely!!!
Woah, probably the best lectures and an entirely different style then whats taught in schools 🙀
It's just like Khan Academy
Dylan Wedel tbh this tops khan academy, I still find some of his videos lacking but MIT has never left me that way. That’s just my experience.
if you are preparing for JEE then this is not the place bro
@@ayush7805 Not true, watch the the series and you'll find the problems a lot easier and you will be less confused. Though this series alone won't help, you would also need a bit of practice.....
@@zepherius9997 If it is helping you then go for it.
Since I have cracked JEE in the past, I am pretty sure most of the concepts here are the building blocks of engineering and have little to no use in the JEE questions, this course is mostly theory and proofs which we take for granted in class 11th and 12th.
Terrific lecture, Professor. I am liking the subject and your exposition of it.
Excellent explanation. You’re an excellent mathematics educator!
Great way to teach probability
Thank you for simplifying this. This part is not at all taught by teachers most of the times.
Indian 😃✌️🙏
this video made me look at probability from different angle ~ appreciate it :)
Thank You So Much for this amazing lecture 💌
Great way to help us online by teaching probability I'm good fans.
This is awesome! Thanks for sharing!
While calculating probabilities why we should be interested in calculating P(AUB) in either of the event's probabilities because we have P(A intersection B) and individual probabilities which are direct probabilities
Very simple. Great video!
Why individual points in a continuous model have zero probability??
Zero-width property of integrals
@@AC-tn4itcan you please elaborate a little bit
since we hv to choose one from infinite possibilities so 1/infinite =zero
@@bnp95 thanks
How is it that I could understand an MIT professor better than my own professor
Thanks MIT
I’m crap at probability so hopefully this will help
Probability theory is fun, especially when you try to apply it to real life things like predicting the weather.
@ Probability is not easy because it's not that intuitive. There's a famous problem that's often told to show how bad we are at estimating probabilities. It goes something like this: in a group of 23 people, what's the probability that 2 of them have the same birthday? Most people (including myself) find it hard to believe that probability is 0.5. It get's even harder to believe when you find out that in a group of 75 people that probability is 0.99. 😁
There are famous people like Warren Buffett or Charles Munger who often talk about how bad humans are at estimating probabilities. So don't be discouraged if probability is hard for you. It's hard for most people who truly try to understand it. 😊Try having fund while you're learning it, so you can have fun with it once you're good at it.
I may be wrong but it seems to me that if you grasp the simple axioms of the sample space it isn't hard, in terms exclusion and exhaustion (complementarity) rules.
Why the probability to hit center 0
the possibility to hit every individual point is zero
ziuriu sita video ir mastau
I'm only gr6 we're on theoretical and experimental probability, idk this😅
Let’s Go!
Wow, okay, if there exist pairs of zeros, and those zeros showcase 1/x is
exactly 1👈or satisfy the definition ,one way or another, That could be high probability??
Example:
@&$&00000$&& is 1/x of
.@&$&111111@@$
00000👈those resemble white balls ⚽️..
ياليته مترجم بالعربي😩
7:27
Why do i see only indians in the comments?
because they are hungry of a better future
I am not an Indian though.
@@gulnaroguz2510 turkish?
Because this is the way of teaching Indians crave for.
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