love it! thank you! i always find it frustrating when teachers throw weird equations at you and expect to use them without understanding them. you explained them so well that i know feel confident using them as i know what they're for!
Jesus, this formula for Binomials is so much easier to comprehend than what my professor taught us! It's the same math, but the notation and format you use makes much more sense. In my class, the formula is "P(x)= nCx π x (1-π) n-x." I never fully understood the variables until your explanation. Thanks!
Thank you for your videos. They are amazing, and they are easy to follow. Not sure how I would have gotten through these past few weeks of biostatistics w/o your assistance.
you absolutely killed it. i have my ap stat exam in a few days and i feel confident but this concept i was a little shaky on. this made everything - even the formula - crystal clear!
Hello, would you be able to do a video on hypothesis testing and hypothesis testing with binomial and normal distribution? Thank you!! These videos are incredibly helpful :))
I have just seen your 2 videos and both explains everything , that's why I subscribe to your channel , Thankyou So much Sir !! Just keep your videos like this.
My Math sir is too much expert and have experience and have too much knowledge but he do not teach and give all the information in the way that you teach and give knowledge.You give me too much knowledge of this small topic.I can not able to say with words that you teach
Great point! I've been trying to keep these videos at a pretty high-level, but it would be cool to create a follow-up video going deeper into the derivations. Thanks for the feedback!
Great question! So we are ultimately using the combination formula within the probability formula because order does not matter for the successes. For example, if we were to try to calculate the probability of getting 1 failures and 2 successes, we would not want to treat getting 2 successes then 1 failure as 2 separate situations. There is ultimately no difference between one success and another. If we used the permutation formula, we would get 6 total options, but this we would only want to get three: success-success-failure, success-failure-success and failure-success-success. I hope this helps
I have questions. In a pack of12 capacitors and a pack of 20 resistors, there are 2 defective capacitors and defective 3 resistors respectively.A capacitor and resistor are selected at random from the packs.Determine the probability that: i)one is defective ii)both are defective iii)None is defective
Hi, I've watched several videos of yours and I find them helpful, and I thank you for that. I just wanted to let you know that your brief explanations by visualizing the concept using drawing and all, are on point since I am a visual learner kinda person. However, I came across some of your videos that happened to have a lower volume than the others, so I hope you wouldn't mind resolving this issue. Again, thank you, you've done a great job! Already subscribed tho! LOL
this is amazing but why dont you create a video with examples of using the table and defining X, most of us have issues with defining X and how to substract and transform the words into math. But you are amazing
Very nice explanation! I reproduced your results using Python. I also tried to solve the "Birthday Problem/Paradox" that you may be familiar with (otherwise see Wikipedia) using the equation that you've demonstrated. My inputs were: n=23, p=1/365, q=1-365 and x=2 and a P(X=2) = 0.00179. Other workers report the answer as 0.5005. Is the Binomial distribution inappropriate for solving the Birthday Problem?
Great question! It seems like you may not have squared the 5/6. Try entering 6 * 1/6 * 1/6 * 5/6 * 5/6 and see if you get the right answer. I hope this helps!
maan... We would do this math in 6th grade in Turkey. In Vancouver, 6th graders were learning -6+4 and did not even go over this math in highschool. Feeling like my highschool was wasted on repetition of the kind of math that I knew. E hardly went over the entry level to the differential math in grade 12. The result is. I study to be a designer and now try to remember physics and build on math myself to develop structural engineering in my own time and find myself at statistics equations and get shockked even more about the fact that what we called in 6th grade was what people call statistics. It takes a room of fools to close schools that prioritize the future and loving nature of students towards learning. Another weird thing, their graduates can't even find jobs. Wasted. No matter if it is a transition from highschool to university or moving abroad, I wish an easy transition for every one. Keep on loving learning, kiddos.
Hi. Great video. I had a quick question. Anyone who has an idea can help out. I understood that P(X=x) = (nCx)p^xq^n-x. What about something like P(X=x^2) ? i.e P(X=f(x)) where f(x) is a function of x ?
love it! thank you! i always find it frustrating when teachers throw weird equations at you and expect to use them without understanding them. you explained them so well that i know feel confident using them as i know what they're for!
That is literally the best thing I could hear. Thank you so much for saying that. That means a lot! :)
I have exam for business Statistics 2 this evening. Was challenged of how to calculate that nCx without calculator.
This video is 2 years old but still the best to explain binomial then other youtubers
Your videos are really helpful because it also explains each part of the formula unlike others!
Thank you so much! I'm glad you think so!
I wish you guys had videos on the Poisson distribution as well. I absolutely love this video!
Your videos saved me from failing my probability class. Thank you so much!!!
Jesus, this formula for Binomials is so much easier to comprehend than what my professor taught us! It's the same math, but the notation and format you use makes much more sense. In my class, the formula is "P(x)= nCx π x (1-π) n-x." I never fully understood the variables until your explanation. Thanks!
the NcX part is completly fine, just takes a while to get used to, but where did Pi come from
A Levels stats paper is coming in half a month and this is my first time learning this. thank you you mysterious clever youtube teacher
Thank you Dr for the lecture, I am superb now. Saying hi from the land of brave -Namibia 🙏.
Hahah far from a doctor, but I appreciate your support so much! :)
Thank you for your videos. They are amazing, and they are easy to follow. Not sure how I would have gotten through these past few weeks of biostatistics w/o your assistance.
Such an elegant and clear explanation ❤️
Please also make a video on poisson distribution
Thank you for your positive feedback, Kashif! That is definitely a topic we plan to cover soon!
❤
Poisson and normal distribution
Thank you so much for this.
Preparing for an exam!!!
you absolutely killed it. i have my ap stat exam in a few days and i feel confident but this concept i was a little shaky on. this made everything - even the formula - crystal clear!
Hello, would you be able to do a video on hypothesis testing and hypothesis testing with binomial and normal distribution? Thank you!! These videos are incredibly helpful :))
Hi Sarah! Yes, we do plan on tackling these topics soon! Thanks for watching!
I have just seen your 2 videos and both explains everything , that's why I subscribe to your channel , Thankyou So much Sir !!
Just keep your videos like this.
I really appreciate the support! I'm glad we were able to help you out! Thanks again :)
Thanks teacher for this wonderful video.
You got it! Thanks for watching!
Nailed the topic with such an intuiitive and clear explanation of the concept. Loved it.
The BEST video on TH-cam for binomial distribution ❤. Thanks a LOT!!!!!
I don't know just why my professor couldn't just say it this way. I left class thinking it was some rocket science. Thanks
That is a great compliment! We pride ourselves on being able to explain concepts in this way!
Thanks a lot Ace Tutors, your videos are really helpful.
We appreciate that so much! Thank you for watching!
Thank you so much. It's very well explained, please continue to make such helpful content.
You are very welcome! We certainly will!
My Math sir is too much expert and have experience and have too much knowledge but he do not teach and give all the information in the way that you teach and give knowledge.You give me too much knowledge of this small topic.I can not able to say with words that you teach
My first video on this channel, oh my oh my, haven't I enjoyed this. Neat workbook and clear explanations. Thank you
Thank you. You've brushed the thick clouds away.
This was theeeeeee besssssst Explaination out there for binomial distribution
Wow. Quite an explanation. Thank you a lot
Thank you for watching and supporting us!
Concise and straight to point, thanks for this lecture ❤
These videos are done extremely well! What software did you use to create this?
Thank you so much! We use an open software called Manim. Then we edit in VSDC Video Editor
You just saved me from probability trauma 👀❤️!
That is honestly the best feedback I could receive! That is so great to hear!
Could u make a video on permutations and combinations
That is definitely a topic we plan on covering soon! Thanks for the input!
Best and easiest explanation ever!
Thanks so much for your support and kind words! I really appreciate it!
Thank you, your explanation is crystal clear and very helpful ♥️💯
Thank you for such a clear and beautiful explanation!!
what you showed is where the order matters, so shouldn't you use a permutation and not a combination?
this video is so easy to understand !! thank you!!!
Thank you Ace Tutors🚀
Thank you Moses! :)
Hello Ace Tutors! Would you be able to make a video explaining the process of Poisson Distribution? This would be really helpful :D
Yea the Poisson distribution is definitely a topic we plan to cover soon
Thanks a lot, your videos were very helpful.
Didn't expect to find a useful video on probability luckily I found yours
Thank you 👍🏾👍🏾
Amazing.. Quick and easy to understand
I'm so glad you thought so! Thanks for the support!
Nice tutorial...clear explanation that's very easy to comprehend...
Thank you so much; this has really helped me.
You are very welcome! Thank you for watching!
Great Video. Nice explanation.
Would be great if you would had explain how is mean and standard deviation formula is derived. :)
Great point! I've been trying to keep these videos at a pretty high-level, but it would be cool to create a follow-up video going deeper into the derivations. Thanks for the feedback!
thank you so much this is the most helpful and straight forward video
bro you teach so good do you have any courses over probabilities and statics?
Thank you for this ❤
You are so welcome!
thank you so much
You are so welcome! Thanks for watching!
Why is the formula for combination used as opposed to permutation?
Great question! So we are ultimately using the combination formula within the probability formula because order does not matter for the successes. For example, if we were to try to calculate the probability of getting 1 failures and 2 successes, we would not want to treat getting 2 successes then 1 failure as 2 separate situations. There is ultimately no difference between one success and another. If we used the permutation formula, we would get 6 total options, but this we would only want to get three: success-success-failure, success-failure-success and failure-success-success. I hope this helps
The must amazing one in TH-cam who explains this topic clearly
Thank u soo much 💙💙💙💙💙💙💙💙💙💙💙💙
Simple and clear! Thanks!
Very nice and simple to understand
Concise and to the point.
Very useful and simple explanation. Thank you for your effort.
Great video sir♥️
Thank you very much!
Also make videos on Poisson, multinomial and normal distribution in probability
Really made the concept easy
Thank you your lessons helped me
You can also cancel out the 2 x 1 so that it's 4 x 3/2 x 1 because that's also 6
I have questions.
In a pack of12 capacitors and a pack
of 20 resistors, there are 2 defective capacitors and defective 3 resistors respectively.A capacitor and resistor are selected at random from the packs.Determine the probability that:
i)one is defective
ii)both are defective
iii)None is defective
Amazing broo keep going 🔥🔥
Thank you so much for the support Adam!
Excellent explanation.
THANK YOU SO MUCH 😊 THAT WAS HELPFUL!
thank so muuuuch, your videos help me so much!
Thanks so much. It's very helpful.
Hi, I've watched several videos of yours and I find them helpful, and I thank you for that.
I just wanted to let you know that your brief explanations by visualizing the concept using drawing and all, are on point since I am a visual learner kinda person.
However, I came across some of your videos that happened to have a lower volume than the others, so I hope you wouldn't mind resolving this issue.
Again, thank you, you've done a great job!
Already subscribed tho! LOL
Amazing! well simplified and explained
this is amazing but why dont you create a video with examples of using the table and defining X, most of us have issues with defining X and how to substract and transform the words into math. But you are amazing
Brief and precise 😊
Awesome! That's what we aim for!
great tut!!!
Thank you!
i still don’t understand but i understand a tiny bit more.
Well I'm glad we were able to help that tiny bit! Thanks for watching!
This was so on point thank you🙏
Very helpful. Thank you!!
thank you very much for this fantastic video
Very nice explanation! I reproduced your results using Python. I also tried to solve the "Birthday Problem/Paradox" that you may be familiar with (otherwise see Wikipedia) using the equation that you've demonstrated. My inputs were: n=23, p=1/365, q=1-365 and x=2 and a P(X=2) = 0.00179. Other workers report the answer as 0.5005. Is the Binomial distribution inappropriate for solving the Birthday Problem?
Thank you so much Bros
Thank you! I'm glad we could help out
thank you for saving me
Thank YOU for supporting me!
how did you get 0.1157? I tried punching that into my calculator and get 0.13888444
Great question! It seems like you may not have squared the 5/6. Try entering 6 * 1/6 * 1/6 * 5/6 * 5/6 and see if you get the right answer. I hope this helps!
What is the population for Binomial distribution?
What is the 100 random samples of size 50 where parameters n=35, p=1/6?
great teacher!
Thanks a lot
Thanks again! :)
maan... We would do this math in 6th grade in Turkey. In Vancouver, 6th graders were learning -6+4 and did not even go over this math in highschool. Feeling like my highschool was wasted on repetition of the kind of math that I knew. E hardly went over the entry level to the differential math in grade 12. The result is. I study to be a designer and now try to remember physics and build on math myself to develop structural engineering in my own time and find myself at statistics equations and get shockked even more about the fact that what we called in 6th grade was what people call statistics. It takes a room of fools to close schools that prioritize the future and loving nature of students towards learning. Another weird thing, their graduates can't even find jobs. Wasted. No matter if it is a transition from highschool to university or moving abroad, I wish an easy transition for every one. Keep on loving learning, kiddos.
You are the best!
Nice teaching ❤can u plis help me with poisson distribution
Thank you so much! That's definitely a distribution we aim to cover soon!
This is helpful ❤
Thank u
You are welcome!
thank you great video
underrated channel
Thank you so much! We try our best!
REALLY NICE VIDEO
God bless you more ❤ thank you
how do you find q? This video is really helpful, but the Q part is confusing.
Great question! p is the probability of a "success". Then q is just equal to 1-p. I hope this helps!
@@AceTutors1 okie!
Hi. Great video. I had a quick question. Anyone who has an idea can help out. I understood that P(X=x) = (nCx)p^xq^n-x.
What about something like P(X=x^2) ? i.e P(X=f(x)) where f(x) is a function of x ?
amazingly perfect just except the white background. please use some other dull background. thank you
Thanks bro
You got it! Thanks for watching!
Thanks
Yes is coming soon ❤🎉
This is perfect
Thank you so much for your kind words!
please I think the time is too small.😔
I'm sorry to hear that. Can you provide any more info?
You are saving my ass, Final worth 50% tomorrow.
😂mine too
where did the 5/6 came from?
Thanks for beıng helpful
Good job