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![[Post New]](/templates/default/images/icon_minipost_new.gif) 5 Feb 2008 23:42:14 IST
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guys i m very much confused in probability i dont know when to use permutation and when to use combination give me any example ??? what is d difference betn them???
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"If u win u need not have to explain and if u lose thn u should not be there to explain"
-Adolf Hitler |
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 6 Feb 2008 00:05:32 IST
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the basic difference between the 2 is that combination is the no of ways to simply choose certain items permutations includes choosing as well as arranging the items so if we select 4 objects from 8, it is 8C4 and if we select 4 and arrange it in a line the answer is 8P4
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" Always remember money isn't everything but make sure you have made a lot of it before talking such nonsense!"
- Bill Gates |
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 6 Feb 2008 00:27:52 IST
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there is only one difference between permutation and combination,and that is the language mentioned in the problem..... for example,if the problem demands total no. of arrangements,then its better to opt for permutation,while only selecting requires use of combination..... the trick is to identify whether the case requires arrangement or not..... for ex,if u hav to find out total cases of taking only 4 people to a fair from a group of 5 persons a,b,c,d,e,it does not matter if the people u r takin are a,b,c,d or b,c,d,a or c,a,d,b.....as all these cases are identical as u r takin the same 4 persons.... but then if u r given 4 seats numbered 1 to 4 and asked to seat the 4 selected persons in any manner,then obviously u hav to consider the total no. of arrangements as a,b,c,d and b,c,a,d are different cases becoz in this problem,the ordering among the selected persons does matter as each seat has aparticular number....
in genera,all sums can be solved using the combination concept as nCm(m!)=nPm
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"Many of the things you can count,dont count....
Many of the things you cant count,really do count...."-Albert Einstein
"The important thing in science is not so much to obtain new facts as to discover new ways of thinking about them"-William Bragg
"An inexplicable fact is infinitely preferable to an incomprehensible mystery"-F. Soddy
RISHIPRATIM MAZUMDAR
NIT DURGAPUR
1ST YEAR,ELECTRONICS AND COMMUNICATIONS
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![[Post New]](/templates/default/images/icon_minipost_new.gif) 7 Feb 2008 06:08:38 IST
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As locus says, The fundamental issue in permutations is the arrangement of things.. whereas
Combinations correspond to selection of things(and not their arrangement).We do not intend to arrange things,, we intend to select them.
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______________________________________________
Siddhant Shah
The trouble with doing something right the first time is that nobody appreciates how difficult it is.
You can't control the wind, but you can adjust your sails.
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