I am 60 years old and because of this video I not only refreshed my probability concepts but now have better understanding of why some formulae are there. Now I can die peacefully! Ha ha ha ha ha Thanks for the great videos.
When I was a high school student and we had a statistics class, I was very absent-minded. Once I declared my love to the most beautiful girl in school. She looked at me with those green eyes that pierced me and said very seriously: "You have a 0.000000001 chance with me." In any case, she repeated a lot of zeros. I opened my eyes wide and jumped out, shouting with happiness, "I have a chance, I have a chance."
I just wanted to let you know how much I truly appreciate the way you teach. Your passion and kindness make each lesson so special, and your support has been incredibly helpful. I’m grateful for everything you do and the positive impact you have on my learning. Please continue to inspire us with your wonderful teaching!
I knew probabiliies. But I got a slightly different point of view for conditional probability with venn diagram. We all have blind spots. Hearing from multiple sourecs throws light on these spots. Thank you.
I went through a whole semester in secondary school not really understanding this. Wish you were my teacher then. Excellent explanation of the basics! I hope you will also cover linear algebra in the future.
I got really interested in calculating probability for some game scenarios recently and this has been quite helpful! And helpful in realizing I need to find additional scenarios to practice with in order to be more certain with the outcomes I have (and that they're appropriate for the given scenarios I'm working on). Thank you!
Is this an accurate distillation? 1. Experimental probability - percentage of X in results found 2. Theoretical probability - percentage of X in results predicted 3. Set intersection - percentage of members in two or more sets that are the same 4. Conditional probability - percentage of times event B follows event A 5. Multiplication law - percentage of times events A and B both happen 6. Permutation - given N things in a sequence, the percentage of one permutation 7. Combination - given N things in any order, the percentage of one permutation 8. Continuous probability distribution - as for example in bell curve 9. Binomial probability distribution - percentage of a success in a N trials 10. Geometric probability distribution - percentage of first success after N trials.
Quick comment this: at 28:00, there's a typo in the audio. That said, this has been one of the most fantastic videos I've seen on the topic, but then that's what I say of every video of yours!!!
So far, I got to the point 4 and find this video immensely helpful. In the “Must know 4” I do not see any relation between the Veen diagram in the definition and the provided example. The denominator n(A) implies that A in provided example is a total number of females. So, B is a total number of males. What is than ‘A and B’? Is there any way to create a Veen diagram for the example?
Awesome video! There is one thing bothering me though : for the exercise about the probability of 1 kid on the team I did it right but was also curious about multiplying the probabilities : 11/18 * 10/17 * 9/16 * 8/15 * 7/14 * 7/13 But this doesn't work (~2.9%), I don't understand why though.
2:40 I'm not convinced. Yes, you flipped the coin 100 times and got 50 tails, but as soon as you flip it again then your result will not be 50%. It will be either 50/101 or 51/101. So what is your justification that the experimental probability approaches the theoretical probability?
How do solve this problem? Lets Make a Deal has this game: roll a die and try to get a total count of 10 or more on 4 rolls. 46:11 . If you do, you now have 3 rolls to get 10 or more. If you sicceed, you know have 2 rolls to get 10 or more and win the grand prize. What is the probability of winning the grand prize?
Anyone know a good calculator app I can download on my IPhone, ahere I can realistically do these calculations with numeruous elements on them? Thanks in advance!
We need broad videos about Discrete math Logical reasoning College algebra Geometry Statistics Matrix Pre-calculus Pre- algebra Variation. Please sir help as please please
The man facing you , your opponent in a card game ..well ..he is drawing 2 kings in a consecutive fashion...yeaaah ...the probability being sooo low for all those knownledgable to stats...you treat the man instantly as a cheater.. The moral of this brief story.... The more you know about statistics the higher the risk of getting beaten up real good during a card game.. Its called conditional probability. Kalimera from Kalamata
Why is it that 3 is not your answer to the question of intersection of basketball and hockey? You included 5 in your answer, but the 5 included all the three sports.
We need broad videos about Discrete math Logical reasoning College algebra Geometry Statistics Matrix Pre-calculus Pre- algebra Variation. Please sir help as please please
I am 60 years old and because of this video I not only refreshed my probability concepts but now have better understanding of why some formulae are there. Now I can die peacefully! Ha ha ha ha ha Thanks for the great videos.
👍
😊
Who cares if you're 60? That wasn't relevant.
God bless you!
@@jimswenson6131 still has years left to live anyway
When I was a high school student and we had a statistics class, I was very absent-minded. Once I declared my love to the most beautiful girl in school. She looked at me with those green eyes that pierced me and said very seriously: "You have a 0.000000001 chance with me." In any case, she repeated a lot of zeros. I opened my eyes wide and jumped out, shouting with happiness, "I have a chance, I have a chance."
So she told you that your chances were > 0? And you didn't take her up on that??
I just wanted to let you know how much I truly appreciate the way you teach. Your passion and kindness make each lesson so special, and your support has been incredibly helpful. I’m grateful for everything you do and the positive impact you have on my learning. Please continue to inspire us with your wonderful teaching!
You should do a video on polynomials
Yours are such thorough explanations, JensonMaths; unhurried, calm and always interesting.
Thanks a lot professor for your efforts I follow you from Algeria.
I knew probabiliies. But I got a slightly different point of view for conditional probability with venn diagram. We all have blind spots. Hearing from multiple sourecs throws light on these spots. Thank you.
Well explained. I couldn't get my head around it when in school., but now I'm enjoying it. Thanks for sharing.
I went through a whole semester in secondary school not really understanding this. Wish you were my teacher then. Excellent explanation of the basics!
I hope you will also cover linear algebra in the future.
thank u so much I have to master probability before my upcoming university entrance exam
I love this series please upload more top 10❤️
I got really interested in calculating probability for some game scenarios recently and this has been quite helpful! And helpful in realizing I need to find additional scenarios to practice with in order to be more certain with the outcomes I have (and that they're appropriate for the given scenarios I'm working on). Thank you!
As noted by others, this video a model of clarity It don't get much better than this!
Is this an accurate distillation?
1. Experimental probability - percentage of X in results found
2. Theoretical probability - percentage of X in results predicted
3. Set intersection - percentage of members in two or more sets that are the same
4. Conditional probability - percentage of times event B follows event A
5. Multiplication law - percentage of times events A and B both happen
6. Permutation - given N things in a sequence, the percentage of one permutation
7. Combination - given N things in any order, the percentage of one permutation
8. Continuous probability distribution - as for example in bell curve
9. Binomial probability distribution - percentage of a success in a N trials
10. Geometric probability distribution - percentage of first success after N trials.
Just amazing clarity and simplicity. Uncluttred and perfectly paced.
👍
Excellent..... your video are very interesting...keep it up... I'm from Pakistan 🇵🇰.... and appreciate u.❤
Your videos are fantastic. Thank you so much for your efforts! Why couldn't math have been taught like this when i was at school!
Appreciate your videos well explained and clear watched every top ten video u made plz make statistics next
Great! I refresh many in just 50!
Just one word, Beautiful!. Your explanation is super.
This video is exactly what I needed. Thank you!
Quick comment this: at 28:00, there's a typo in the audio. That said, this has been one of the most fantastic videos I've seen on the topic, but then that's what I say of every video of yours!!!
Awesome video. Please do one about Matrix Algebra
Very nice explanation
Thanks my teacher 🎉
So far, I got to the point 4 and find this video immensely helpful.
In the “Must know 4” I do not see any relation between the Veen diagram in the definition and the provided example.
The denominator n(A) implies that A in provided example is a total number of females. So, B is a total number of males. What is than ‘A and B’? Is there any way to create a Veen diagram for the example?
I respect this man
Top ten matrices
U should make a must know 10 on statistics
I hope u read my request teacher :)
@@Hyper43122 What do you mean? This is the top 10 must know on statistics? You smiley in the second comment may have some thing hidden?
Just requesting, I want to see the must know 10 on statistics
great video fr perfect examples eeverythiny you should be = 😎
thank you this was amazing
You should do on statistics
Please do this to all general topics in Maths - trigo, geometry, PnC , Calc-1/2 , Lin Alg , Disc Math....
Great tutorial on prob
Large and clear!
please do one on statistics
❤PLEASE❤ MAKE Video on class 11th NCERT Maths.😊
Fantastic explanation...Thank You,Sir....
Excellent !
Awesome video!
There is one thing bothering me though : for the exercise about the probability of 1 kid on the team I did it right but was also curious about multiplying the probabilities :
11/18 * 10/17 * 9/16 * 8/15 * 7/14 * 7/13
But this doesn't work (~2.9%), I don't understand why though.
2:40 I'm not convinced.
Yes, you flipped the coin 100 times and got 50 tails, but as soon as you flip it again then your result will not be 50%. It will be either 50/101 or 51/101. So what is your justification that the experimental probability approaches the theoretical probability?
❤ 18:11 *affect NOT effect - "The occurrence of one event does not *affect the occurrence of the other." ❤
Do one on Algebra next please
Thank you for this information
factorial is product... not a sum... if you got confused by that... circa 22:42, in the video.
Great lesson as always!
You are a lifesaver! 🙏😌
Love it, Thanks!
Thanks for your video.
Sir please Function and relation next. Then Permutations and Combination chapter next after that
Thank you
Can you make a series about information theory ?
Waiting for next one
😊
Sir namaskar
On which app u r writing?
Plz help me regarding this I will be humbled...
How do solve this problem? Lets Make a Deal has this game: roll a die and try to get a total count of 10 or more on 4 rolls. 46:11 . If you do, you now have 3 rolls to get 10 or more. If you sicceed, you know have 2 rolls to get 10 or more and win the grand prize. What is the probability of winning the grand prize?
Statistics seems easy on the surface, but it is actually one of the most difficult of subjects.
Please we need video about applications differential and statices
Thank you
Anyone know a good calculator app I can download on my IPhone, ahere I can realistically do these calculations with numeruous elements on them? Thanks in advance!
PS loved the video btw!
We need broad videos about
Discrete math
Logical reasoning
College algebra
Geometry
Statistics
Matrix
Pre-calculus
Pre- algebra
Variation.
Please sir help as please please
Have you done domain and range of a function?
Never mistake propensity for probability.
From the book, “Rationality”,
by Steven Pinker.
🎉🎉🎉
The man facing you , your opponent in a card game ..well ..he is drawing 2 kings in a consecutive fashion...yeaaah ...the probability being sooo low for all those knownledgable to stats...you treat the man instantly as a cheater..
The moral of this brief story....
The more you know about statistics the higher the risk of getting beaten up real good during a card game..
Its called conditional probability.
Kalimera from Kalamata
TRANSFORMATION
LINEAR PROGRAMMING
nice vid
MATRICES
STATISTICS
Don't understand between experimental and theoretical probability. Seems like the same from the examples given. 😵💫😵
Experimental will vary from experiment to experiment. Theoretical however will be the same every time you calculate using the same variables
Why is it that 3 is not your answer to the question of intersection of basketball and hockey? You included 5 in your answer, but the 5 included all the three sports.
probability is a ration of one occurence over all possible occurrences.
We need broad videos about
Discrete math
Logical reasoning
College algebra
Geometry
Statistics
Matrix
Pre-calculus
Pre- algebra
Variation.
Please sir help as please please
Tarkatirtha why you are thinking about death at the age of 60....Now Average ...life span nearly 70...years...Be positive.
Ha..Ha...
Thank you