01 - What is a Permutation? Learn the Permutation Formula.
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- Опубликовано: 8 авг 2024
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In this lesson the student will about permutations and how to solve permutation problems. First, we will introduce the permutation formula and solve several example problems where we need to use the definition of the permutation to find the answer.
gifted teacher - every student should be so lucky to have a teacher like this.
Wow thanks!
Zero factorial is equal to 1 not by definition but as a consequence of the meaning of n!, which is the number of ways that a set with n elements can be arranged. A set with Zero element can be arraged in only one way.
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I am really happy that I am following these principles of these courses as you teach. Integral, differential, Trigonometry, Statistics with Probabilty equation formulations using Binomial Theorem. I also hope that you will cover aspects of Co-ordinated Geometry and Vectors as it is in Applied Mathematics during your course to help me refresh.
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Love your teaching approach! For someone who is having a huge problem understanding statistics, you are a godsend. You truly understand the difficulties we are facing and are able to break it down into parts that are easier to understand (e.g. even something as simple as trying to understand what the question is asking for can be difficult for me). Thank you very much, so please keep doing what you are doing!!
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This is gold. Exactly what í needed, getting drilling and stamps the definitions over and over on my forehead. Much appreciated for us late brain bloomers.
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I hope you ended up going through the course successfully 🙏🙏🙏🙏
Nothing could beat relevant examples in teaching, and Jason's lectures are just full of these examples.
this guy is the best teacher for everything. really helped me out with circuits as well.
for question about all permutations of 4 digit numbers above 3000; it was a lot harder for me to think about the fundamental counting principle than to just think (10,000-3000)/2
This video is AWESOME! Thank you for sharing your gift of teaching!
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This is gold. I wish I found this channel earlier
This is another brilliant video making the complex understandable using excellent examples to illustrate just how to achieve results. Thank you Jason
Your explanations are really good and easy to pick up with .Thanks
Thank you for this awesome video!
really helpful, thanks a bunch prof!
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That was so useful. Thanks!!!
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You are my saviour in Math class!
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I use your videos to clarify what I was supposed to learn in class....and bingo....works pretty good. Thanks
Very nice description about permution Thanks for your work keep it up
This was so helpful. Thank you
you saved me with this amazing lesson, thank you so much Jason
thanks for your dedication.
Awesome! I love how you always make me understand .
You are a great teacher !
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THANK YOU THANK YOU THANK YOU THANK YOU THANK YOU !!!!!!!!!!!!!!! I KEEP GETTING THESE QUESTIONS IN GRE MATH AND THIS MADE ME FEEL SO PROUD OF MY SELF WHEN I WAS ABLE TO SOLVE THE QUESTIONS ON MY OWN !!! THANK YOU SIR SO MUCH
Thankyou so much..its very useful... You are a great teacher ....
Love this! Great teacher.
I really appreciate it!
I like the way you teach, thank you very much sir. 👌
very good examples to cover permutations ... good job by the person teaching
Thank you 🙏👍
thank you so much sir.for your lesson
Thank you so much.
Thank you for sharing
Well done sir , your teaching is always superior
Thanks a lot!
Please upload full video of other vol of mastering statistics also.
The best math teacher \
my best teacher
I love it,i thank You sir
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Subscribed and sticking around.
Very clear and easy to understand, straight forward lessons!
Thanks for the help!!
Wish you had been my teacher 25 years ago in my school.
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thank you
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excellent way ...cool maths🥰
شكرا لك. انت فغلا تعلمنا بشغف. ذكرتني بالعصور الذهبية يارجل. أسال الله أن يهديك ويصلح لك أمرك
I really understood your teaching
Posted in 2016, same year i had finals of 12th grade........
This is real Gold, if only I would've found this video early, i wouldn't have had to cheat in final exams....
Would you please let me know the next (combination) continuation video. Unable to find it.
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EXCELLENT
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Jason, MathAndScience.com
Ur my saviour
Hi., this is excellent teaching. But found a confusion in one of the problems from your examples of Permutation. The Radio station problem. I tried solving this problem using nPr method., but the final result number that I got was 31,200 which is different from 35,152. So here how i did: nPr = 2P1 x 26P3 = 2! x 26*25*24 = 31,200
Comprehend able
Videos missing this lecture can I see those
Haaah this prof of maths can teach in all continents
Can i purchase the course, not exposing my card number, i will simply pay the amount and course will be available to me for one month.
are there only two choices? Jason , Sean or Sean and Jason? LOL
47:41 WKRP in Cincinnati.
The only way zero things can be arranged is only one way- Do nothing…. Doing nothing is also one way ! So 0 factorial is ONE
secretery or secretary ??
47:25
Wow this is kinda fun 🤣🤣🤣🤣😂
is this australian maths
You've erred by substituting "3K" to the 30K value. You do not have "10 choices", you have 7. (re: minute54:00)
permutation
Problem 1 had a phone number of 7 digits only, then where did the 10 come from?
Understand it now. The second question made me understand the first one. Thanks 😊
40:20 I may have to disagree on this point that it is how it is defined; it was never defined this way that zero's factorial will be one but this was actually found to be true. Now evidently, something that was found does not insinuate a rigorous proof 🧾 why it is true because we found it to be true. Mathematicians have been able to pan out the pattern of factorials and that's how we know that its factorial is one.
Check this:
1! = 1
2! = 2
3! = 6
4! = 24
5! = 120 etc
Now 120÷5 = 24 which is 4!
24 ÷4 = 6 which is 3!
6 ÷ 3 = 2 which is 2!
2 ÷ 2 = 1 which is 1!
1 ÷ 1 = 1 which should be 0!
That's how we know 0! = 1
Not defined and definitely not a voodoo magic ✨!
Goodness, looking a bit younger here
Yeah, it happens!
@@MathAndScience Great educational videos. Wish such a resource had been available when I was a student. I'm older than you .It was all traditional text books when I was a student
occupation
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עכשיו אני בוגר הנדסת אלקטרוניקה. אָמֵן
Thanks 🎉