Another thing that causes confusion is the phrase "locker combination". In math we are told that when we are finding combinations, that order does not matter, but when we need to open a lock, the order of the numbers matter, but it is still called a "locker combination". It should be called a locker Permutation because the order of numbers obviously matters.
You would use a permutation when you care about order, like how many different ways can a group of 5 runners come in 1st place, 2nd and 3rd place. You would use Combinations when you DONT care about the order of things because they don't matter. LIke if a teacher hands you 10 questions and she says "Do 6 out of the 10 questions in any order you like" you could figure out how many different combination of questions you could choose from.
Why is he using P for combinations? Isn't he suppose to be using C because the answer needs to be divided by the ! of the number on the right of the C?
permutation is different from combination. permutation is when we care about the order of the object, in combination we do not care. so generally permutations has greater value than combination.
It's funny how I enjoy calculus and algebra with no problems and yet I find these permutations and combinations the hardest topics in maths! I have to watch these videos quite a few times before I begin to start grasping them properly.
Congrats on trying to compress this topic into 10 mins. I didn't truly wrap my head around the topic until I related this to 3H in 5 flips... where there aren't 3 types of H, just H.
Btw, I watched the binomial video first... and that really confused me. :-P
hello prof thanks a lot for your vids. ahmm can I ask for your YM so that I can consult you if we have new math problems or lessons pls, its ok if you cant I totally respect your privacy Man.
Maybe I'm too late, but I'll reply anyway (maybe that will help other people too): as Sal said, "a combination is a permutation where you don't care about the order".
So, in short, you'll use permutations when order matters and you'll use combinations when it doesn't. :)
no. Order matters is generally considered to mean that you take order into account. You use permutations when you take order into account (that is, B and then A is not the same as A and then B)
What playlist is this in? It's so frustrating I don't know how to find out which playlist what video is in..
tahseen1995 1 week ago
we can say combination is (5 & 3) can be like this ( 5.4.3 )/3!=10 its like the same for permutation p(5,3) = 5.4.3=60 you go down from 5 3 times;)
muttigangster 2 weeks ago
at 6:00 it sounds like hes sayiing fukin f2 ahahaha
Mraloneandsad 3 weeks ago
@Mraloneandsad duuddeeee:)
muttigangster 2 weeks ago
Thanks a lot !
samiellaia 1 month ago
Soooo...
n choose k?
EmbraceTheThunder 1 month ago
he keeps saying permutations this is a combination order doesnt matter
fgunton 2 months ago
Thanks alot for the logic of these stuff its really useful.
GenericCoder 4 months ago
Thanks for explaining the logic behind these formulas, really enlightening!
toplad007 5 months ago
Another thing that causes confusion is the phrase "locker combination". In math we are told that when we are finding combinations, that order does not matter, but when we need to open a lock, the order of the numbers matter, but it is still called a "locker combination". It should be called a locker Permutation because the order of numbers obviously matters.
grayshorts 7 months ago 3
You would use a permutation when you care about order, like how many different ways can a group of 5 runners come in 1st place, 2nd and 3rd place. You would use Combinations when you DONT care about the order of things because they don't matter. LIke if a teacher hands you 10 questions and she says "Do 6 out of the 10 questions in any order you like" you could figure out how many different combination of questions you could choose from.
grayshorts 7 months ago
No one taught me this in precalc >=(
MasterThief1324 7 months ago
Would it be possible to get exercises at the Khan Academy website for this?
BKA320 7 months ago
i still dont understand when to use each of them, like in word problems i always use them backwards :(
ch3mawattz 7 months ago
Confusing :(
withsuccess 8 months ago
@justinchenpwns
Bull shit
Deathdome9 8 months ago
Im still confused to hell. What the hell happened to D and E? Gahhh! Why wont this just click! Fucking brain is useless
TheWejdin 8 months ago
Seriously, Khanacademy= WIN
StaticShock1100 8 months ago
This is very easy to understand.
88TieFighter 10 months ago
we're doing this stuff in 6th grade
justinchenpwns 10 months ago
what if the number of seats are not given instead it says in a row, how would you solve that?
danatelle 10 months ago
Congrats on a featured video :D
DawnBreaker1100 10 months ago
How many combinations are there of 2 girls and 1 cup?
GrimHeaper364 10 months ago
this is permulation not combination
xSouLPuriTyx 10 months ago
Why is this guy not the most popular youtube channel ever ?!?!?!
rrenvall 11 months ago 4
@rrenvall besides nigahgia
kitkatsweetie15 8 months ago
3 people don't know how to combine..^_^
facedown220 11 months ago
3 people don't understand it...^_^
facedown220 11 months ago
Why is he using P for combinations? Isn't he suppose to be using C because the answer needs to be divided by the ! of the number on the right of the C?
crystalidx 1 year ago
permution-> i care about the order of numbers
combination--> i dont care about the order of numbers.
myonlynick 1 year ago 2
permutation VS combination difference?
example:" there are many combinations to select from but only one permutation will unlock the lock."
correct me if i'm wrong.
myonlynick 1 year ago
Comment removed
myonlynick 1 year ago
I DONT GET WHEN YOU USE PERMUTATION VS COMBINATION ???
WHAT TYPE OF QUESTION
insanezain0 1 year ago
What's the formula of finding how many routes are in 20*20 grid ?
s2xc 1 year ago
Can some1 please explain to me why its 5 x 3 x 2 x 1 at 9:22?
monkeywatcher 1 year ago
@monkeywatcher Haha.. nvmm he corrected himself at 9:43
monkeywatcher 1 year ago
@monkeywatcher thats a permutation.. correct me if im wrong
jacquesl22 11 months ago
Guys I am not a native enlish speaker and as a result i cannot fully understand the term "Permutations".
-if we have 5C2=5!/2!(5-2)!=120/12=10 Combinations (based on Binomial coefficient)
-if we have 5P2=5!/(5-2)!=120/6=20 Permutations
So can somebody shed some light on my confusion? Thanks :)
MrGreylor 1 year ago
@MrGreylor
permutation is different from combination. permutation is when we care about the order of the object, in combination we do not care. so generally permutations has greater value than combination.
TICOMMECA 1 year ago
@MrGreylor
2:51 he explained it there
TICOMMECA 1 year ago
@TICOMMECA Cheers! Now I really got it. Thanks :)
MrGreylor 1 year ago
Does it mean the following:
Number of combinations = (Total number of permutations) / (Number of permutations per combination)
expt22 1 year ago
This was better than how my Algebra 2 teacher explained it, this provided a much more enjoyable experience. :D
GMmarine 1 year ago
THANK YOU SO MUCH. you saved my math grade.
nerdyyyfool3210 1 year ago
Great video, the book I am from likes to over complicate it, and now I understand it perfectly.
Skies678 1 year ago
@Skies678 that was meant to say *the book I am working from* haha
Skies678 1 year ago
It's funny how I enjoy calculus and algebra with no problems and yet I find these permutations and combinations the hardest topics in maths! I have to watch these videos quite a few times before I begin to start grasping them properly.
MrPlender 1 year ago
This has been flagged as spam show
how many videos are on youtube? click to my chanell to find yout
3runrob 1 year ago
Congrats on trying to compress this topic into 10 mins. I didn't truly wrap my head around the topic until I related this to 3H in 5 flips... where there aren't 3 types of H, just H.
Btw, I watched the binomial video first... and that really confused me. :-P
LordAlda 1 year ago
THANK YOUUUU
GDATERRY 1 year ago
The last 3 videos summed up a month of stats and probs courses
xtremmethod 1 year ago
This has been flagged as spam show
I think I wanna lick some girls feet !!!!!!!!!!!
lovefeet201 2 years ago
I understand it!
chicainger 2 years ago 24
hello prof thanks a lot for your vids. ahmm can I ask for your YM so that I can consult you if we have new math problems or lessons pls, its ok if you cant I totally respect your privacy Man.
creampuff274 2 years ago
The way I originally thought of it was nCr = nPr / rPr, but that just ends up being nPr / r! anyway.
Great videos!
Qaboom 2 years ago
nPr / nPr is 1.. That means nP0. Understood?
jakyastik 2 years ago
hmm..im confused..if there was a problem,how will i know if i will use permutation or combination?
xoxotrish17 2 years ago
Maybe I'm too late, but I'll reply anyway (maybe that will help other people too): as Sal said, "a combination is a permutation where you don't care about the order".
So, in short, you'll use permutations when order matters and you'll use combinations when it doesn't. :)
8dimensions 2 years ago
you mean when order doesnt matter you use permutations and combinations when it does?
Awzyn8 2 years ago
Just understand it this way. Permutations is like arrangement. and combination is like making groups from the given data.
jakyastik 2 years ago
@Awzyn8
no. Order matters is generally considered to mean that you take order into account. You use permutations when you take order into account (that is, B and then A is not the same as A and then B)
psychodriveskip 1 year ago
you must identified the problem,
yanomandin 2 years ago
@xoxotrish17 You gatta know the order of operations ferst
DanielKovach 2 years ago
This has been flagged as spam show
Quit saying " I dont know" between your sentences...its annoying...if you didnt know you wouldnt be saying it
bubblesnuggles 2 years ago
Yes you are indeed the man.
williamtaylor29 2 years ago 3
I <3 YOUR VIDEOS! Really,helps me so much :) thank!
martillerita 2 years ago 2
thank you, it helped me remember my precalculus stuff.
dmceye 3 years ago 20
interesting
dylanVSzach 3 years ago