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PROBALITY

Expert replies
by PAB2706 » Sun May 03, 2009 9:54 pm
5 people, 2 couples and one single are to be seated in such a way tht couples don't sit next to each other. Wht is the probability of tht happening.
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Source: — Problem Solving |

by ketkoag » Sun May 03, 2009 9:59 pm
IMO 5*3*2*2*1 = 60 if they are in a straight line or in a straight row.
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by PAB2706 » Sun May 03, 2009 10:56 pm
Probability???
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Re: PROBALITY

by Vemuri » Sun May 03, 2009 11:38 pm
Probability that the couples are not sitting next to each other = 1 - Probability that the couples are sitting next to each other

Probability that the couples are sitting next to each other
Lets assume one couple is B1&B2 and the second couple is C1&C2 & the single is denoted by S. The number of ways we can seat them is shown below:

S C1 C2 B1 B2
C1 C2 S B1 B2
C1 C2 B1 B2 S

3 ways as shown above. Now, C1 & C2 can be arranged in 2 ways. Similarly B1 & B2 can be arranged in 2 ways. So, totally, the number of ways that the couples can sit together is = 2*2*3* = 12 ways

The number of ways both the couples & the single can be seated is = 5!/(2!*2!) = 30 ways.

So, the probability is 12/30 ==> 2/5ways

Therefore the probability of the couples not sitting together is 1-(2/5) = 3/5ways
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Re: PROBALITY

by g2000 » Mon May 04, 2009 8:42 am
Vemuri wrote: 3 ways as shown above. Now, C1 & C2 can be arranged in 2 ways. Similarly B1 & B2 can be arranged in 2 ways. So, totally, the number of ways that the couples can sit together is = 2*2*3* = 12 ways

The number of ways both the couples & the single can be seated is = 5!/(2!*2!) = 30 ways.

So, the probability is 12/30 ==> 2/5ways

Therefore the probability of the couples not sitting together is 1-(2/5) = 3/5ways
can you explain a little bit about the 30 ways?

thanks
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