What is n choose k? || formula, examples, Pascal's triangles
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- Опубликовано: 29 сен 2024
- N choose k, a nickname for binomial coefficient n,k, is one of the most important number in discrete mathematics. It is defined as the number of ways to choose k objects out of the collection of n objects. In this videos, we fully explain what n choose k is, formula of n choose k in term of fraction of factorials, 2 examples, and relationship to the famous Pascal's triangle.
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Anyone else obsess with 'n choose k' as much as I do?
Thank you for this clear and concise explanation.
A very nice explanation.
Thank you!
Excellent thank you very much! Your examples are very helpful. It helped me to see the various ways i could use n choose k.
why couldnt the same logic be applied in saying "we just have to find 4 ways to place b"? Man this is STILL confusing. Im sorry but for me it's always been true; this the one branch of maths i hate the most. And i sooo want to love it, like you do. gods.
thank you that was helpful
Finally know your channel name meaning, yay!
Yay!!!
Awesome vid as always! One of my students just taught me the identity: (n choose 2) + ( (n + 1) choose 2) = n^2. Is there a cool bijective proof of this?
Excellent! Yes, combinatorics is my favorite field of math. Also, I always thought "n choose k" is a clever name for a math-themed RUclips channel -- very unique!
Thank you!
This is an excellent explanation, I could feel the lightbulbs going off in my head every ten seconds.
Thank you. I am so glad you find the video helpful to you!!
Excellent video sir, thanks 👍🏻
Instead of counting you could have did rows times columns haha. Good video nonetheless
Where you from
Thailand bro!
dude, this is great! I am a math student who felt shaky on this stuff and had to click your video after I saw your name matched the topic. Thanks for the vid, it was very helpful.
i feel like one can also use this n choose k to practise magic
Thank you, this was very helpful.
Glad it was helpful!