Thank you soooo much!! You saved me! This guys language (way of speaking English, I mean) is what I understand. NOT what those professors and weirdo teachers speak!
That was incredibly helpful!!! You made it simple to understand instead of using some complicated wording. And, great skills on PowerPoint or whatever you used:)
Thank you so much for your math videos, they are so high quality and thorough creating a strong visual memory for my learning and enjoyment of math. Thanks!
This video has REALLY Helped me and I THANK YOU for that. I can't believe how I Never understood probabilities. I wish you were my teacher, I would have passed Probabilities. Well, Thank again. I'm FOREVER Grateful!
Great tutorial and visuals/animation to enhance learning. Longer pauses between sections/concepts might give time for students to process the concept. Can't wait for more vids from you! Keep it up!
thank you soooooooooooooooooooooooooooo much I didnt get probability until i watched this video thx soooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo much
LAST WEEK I HAVE A TEST IN PROBOBILITY AND I DONT REALLY GET SOME OF THE QUESTIONS ON THE BOOK WHEN I WATCH THIS I LEARNED A LOT AND I GOT A SCORE OF 50/50 ON THE PROBOBILITY TEST . THANKS FOR THIS VID
Awesome, I really like the way you were teaching. I totally understood how to find probability.. now i feels that it is very easy. well, I want some more videos (lessons on probability) please can you upload them up.
Not really sure the probabilty of the sun rising in the west is 0. Let's assume we have a magnetic pole inversion, North become South, and South become North, then East become West, and West become East, then sun will rise in the West. I guess we can say that the probability of the sun rising in the West given a magnetic pole inversion is 1, which mean the probability of the sun rising in the West cannot be 0 (from Bayes' rule). But I guess it's just anecdotic :D
Hi, I liked and subscribed incidentally, I have a question. Let's say 2 soccer teams are going to play each other 3 games. Each game they will both use a new goalie (changing the percentage chance of winning each different game). Day 1, Team A has a 42% chance to win, Day 2 A has a 48% chance of to win, Day 3 a 34%. Now, no day did team A have a 50%, or better, chance to win, but what are the chances Team A will win at least 1 of 3 games? Thank you
a crate holds 8 red 5 yellow and 7 green apples.four of the apples were eaten at a breakfast .how many of the apples left are green if the chance of getting green apples is now 25%?
Can someone explain to me this question? What if the person picking the jellybean decides that they are going to pick the largest jellybean they feel because they are under the impression green jellybeans are bigger. Does that change the original probability of 1/4 or 25 percent?
I enjoyed your video, but you have a couple of issues... 1. If you flip a coin 1000 times, you are not likely to have 500 heads. It is the single most likely outcome, but in fact it is highly unlikely[around 2.5%]. If you think about it, that makes sense...there are so many different outcomes that all of them summed will way outnumber the specific outcome of 500 to 500. Extend your logic...if we flipped the coin a trillion times, do you think it is very likely to come out exactly 500 billion to 500 billion? What you really want to say here is that the more trials you conduct, the closer you will get to the expected value[Law of Large Numbers]. That is, if you flip a coin 1000 times you are more likely to approach 50% of each than if you flip it 10 times. If you flip it one trillion times, you will come wildly close to 50%[but almost certainly not exactly 500 billion each]. 2. The last statement about probability only governing random events... one definition[a simple one] of probability is the likelihood of an event. We can certainly express the likelihood of Blue Runner winning, we just may need a little more information. I think what you are driving at here is that each outcome may not be equally likely. You may have to adjust your prior...perhaps you are a closet Bayesian.
I have test tomorrow for probability. It did really help thanks mate!
Mohammad Rasool Good luck!
Mohammad Rasool Had it yesterday
@@kolumath GGG
Thank you soooo much!! You saved me! This guys language (way of speaking English, I mean) is what I understand. NOT what those professors and weirdo teachers speak!
dude cool pfp, who's the guy tho?
That was incredibly helpful!!! You made it simple to understand instead of using some complicated wording. And, great skills on PowerPoint or whatever you used:)
Thank you so much for your math videos, they are so high quality and thorough creating a strong visual memory for my learning and enjoyment of math. Thanks!
From my experience this is the best explanation of probability on the web. Fantastic, thanks. Liked & Subbed.
This video has REALLY Helped me and I THANK YOU for that. I can't believe how I Never understood probabilities. I wish you were my teacher, I would have passed Probabilities. Well, Thank again. I'm FOREVER Grateful!
dude thanks you helped so much with my final exam if it wasn't for you I would (probably) fail thanks pun intended
you appearantly understood the topic ( ͡° ͜ʖ ͡°)
The probability of someone making a pun like that was 100%
Awesome and entertaining lesson on probability. If you are a teacher, I bet your kids love having you, if this is how you do your lessons.
I was able to verify that my work was correct by watching your video. Thank you!!!!
BEST VIRTUAL TEACHER EVER!
Excellent and entertaining lesson on probability.
Great tutorial and visuals/animation to enhance learning.
Longer pauses between sections/concepts might give time for students to process the concept.
Can't wait for more vids from you!
Keep it up!
Excellent! Enjoyable and well explained. Subscribed!
This video of highly educational, and helpful in my opinion. THANK YOU!
"This video of highly educational"
Daniel Shao HAJAHAHAHAHAHAHHAHAAHHQ
thank you soooooooooooooooooooooooooooo much
I didnt get probability until i watched this video
thx soooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo much
LAST WEEK I HAVE A TEST IN PROBOBILITY AND I DONT REALLY GET SOME OF THE QUESTIONS ON THE BOOK WHEN I WATCH THIS I LEARNED A LOT AND I GOT A SCORE OF 50/50 ON THE PROBOBILITY TEST . THANKS FOR THIS VID
My classmates loved this video!! Kepp making more please!! We are in 4th grade. Soon we will be in 5th we really need more practice on probility!!
Thank you very much.we need more teacher like you......................
Awesome work. quality examples. good work there sir !
Best vedio I ever see on probability 😊
You made it easy sir.. You are way much better than my instructor.. :3 srsly.
Thank you so much sir for this. I finally understand. I have a semi-finals exam tomorrow. Thank youuuuu
P.S. i'm using my dad's account
Very clear...and an enjoyable presentation...thanks!
Thanks for this video, it was really really good, and your explanation is very understandable. :)
thank you.. this video is a great help for me.. i have an assignment in probability and this video helped me a lot..
Really well done! Easy to follow, please make more!!!
Awesome, I really like the way you were teaching. I totally understood how to find probability.. now i feels that it is very easy.
well, I want some more videos (lessons on probability) please can you upload them up.
You are a smart dude
I love this. I love how you added humor to my learning process~
Thank you very much, I really appreciate it!
This is so helpful. You save my life!! Thank You!!
Great video...what did you use to make this video by the way? Just powerpoint? or something else?
thank you very much that was helpfull in my H.W.
This is soo cool! Do more please! The Q&A's part was great and overall the video was very funny!
Not really sure the probabilty of the sun rising in the west is 0. Let's assume we have a magnetic pole inversion, North become South, and South become North, then East become West, and West become East, then sun will rise in the West. I guess we can say that the probability of the sun rising in the West given a magnetic pole inversion is 1, which mean the probability of the sun rising in the West cannot be 0 (from Bayes' rule). But I guess it's just anecdotic :D
I have finals tomorrow this really helped me thanks
This video is very cool it really helps. Thank you so much!
LOVED IT.. THANKS
Thankyou I appreciate all the visualization with the cylinder
you are good to explain thank you so much
Hi, I liked and subscribed incidentally, I have a question. Let's say 2 soccer teams are going to play each other 3 games. Each game they will both use a new goalie (changing the percentage chance of winning each different game). Day 1, Team A has a 42% chance to win, Day 2 A has a 48% chance of to win, Day 3 a 34%. Now, no day did team A have a 50%, or better, chance to win, but what are the chances Team A will win at least 1 of 3 games? Thank you
It means approximately 100%. The equal sign is made that way for a reason.
i have. Test tomorrow and it helped me alot
wow mashallah thank you so much
Great video! Really helped A LOT!!!!!!!
Thx millions!
:)
This video is awesome , thanks !!!
omg my class mates need this im gonna share it
I like it alot to do my homework, thanks!!!!!
i have a test tomorrow THANK YOU this is so helpful😀
very good video
Nice presentation I understands it completely. :D
well done!
thanks m8 u helped me pass my test
Awesome
from one Kolu to another, thank you!
6:12 - So the chemical on the right is made in Japan, its purity is 57.1%, compared to the other version which is only 42.8%.
a crate holds 8 red 5 yellow and 7 green apples.four of the apples were eaten at a breakfast .how many of the apples left are green if the chance of getting green apples is now 25%?
4 just multiply 16 by 0.25 ._.
Thank you so much for your help
thanks sooo much please make more videos you are really awesome :)
Thanks! This is just great..
subscribed! by the way i love the way you did this video,can you do ratio's in a fun way also?
Omg! Thank you! this was "very" helpful!!!
great video thanks alot sir you're awesome!
U just helped me with homework
my test is tomarrow THANK YOU
Kevin Espino Good luck!
This was great~
Can someone explain to me this question? What if the person picking the jellybean decides that they are going to pick the largest jellybean they feel because they are under the impression green jellybeans are bigger. Does that change the original probability of 1/4 or 25 percent?
You are so wonderful!
Thank you so much
thanks I have this major milestone test tomorrow and it's math tomorrow and I suck at probability
hey we watched this video in math class everybody liked it
Great tutorial. What about if a coin flip was to land on its edge. This then distorts the 50/50 probability hmm.
Thank you!
This really helps
:)
Haha Mister Green's heart was just not in this race....great video
thank you bra that really helped me with prob.
I watched the video!
thanks.. big help :)
good job m8
thx this will help in my exam
wow my science teacher sent a link to all my classmates for a science experiment for no reason BUT sometimes science needs math Right or am I right?
I enjoyed your video, but you have a couple of issues...
1. If you flip a coin 1000 times, you are not likely to have 500 heads. It is the single most likely outcome, but in fact it is highly unlikely[around 2.5%]. If you think about it, that makes sense...there are so many different outcomes that all of them summed will way outnumber the specific outcome of 500 to 500. Extend your logic...if we flipped the coin a trillion times, do you think it is very likely to come out exactly 500 billion to 500 billion? What you really want to say here is that the more trials you conduct, the closer you will get to the expected value[Law of Large Numbers]. That is, if you flip a coin 1000 times you are more likely to approach 50% of each than if you flip it 10 times. If you flip it one trillion times, you will come wildly close to 50%[but almost certainly not exactly 500 billion each].
2. The last statement about probability only governing random events... one definition[a simple one] of probability is the likelihood of an event. We can certainly express the likelihood of Blue Runner winning, we just may need a little more information. I think what you are driving at here is that each outcome may not be equally likely. You may have to adjust your prior...perhaps you are a closet Bayesian.
Thank you im advance reviewing
Thank you
$ $ ME:why is this so confusing
O TEACHER:this is for older people not u
ME:--- ---
O O
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my ears died when he made the sound "s"
helped me .........thanks :)
God bless you
Thats cool
I have mid term finals tomorrow thank you
Thnx your awsome man
How do you get the decimal and ?
thanks mate 😂😘
my test is tomorrow! wish me luck!
Thanks this helped me alot:)
Vary nice you saved my time sir thank you.
joe was funny at asking questions :D
I wish you were my teacher
joe know i love u
Thanks m8!
*between 0 and 1 'inclusive'