s

• Sep 9th, 2005

 

9C3

arnab kr

• Jan 25th, 2006

 

among 3 socks she has to choose 2 black socks from 9 pair(=18) of black socks, that can be done in 18C2 ways. and the third sock can be chosen from among the remaining socks that can be done in ((8+9-1)x2 )C 1 ways i.e. in 32 ways.

ans. 32 X 18C2

shweta narayan

• Jun 19th, 2006

 

i am interested in these materials ..kindly help

Partha006

 Profile Answers by Partha006 

• Jun 30th, 2006

 

Rita puts 9 pairs of black socks and 8 pairs of white socks in a drawer. She takes 3 socks. What is the probability that we get a pair of black socks?

The probablity is 9c2/17c3

sri

• Nov 10th, 2006

 

its 32C1/34C3

purushotham

• Nov 12th, 2006

 

   answer = 18c2*16c1 / 34c3

suman

• Nov 13th, 2006

 

we can get a pair of black socks in two ways3 black socks or 2 black and 1 white socksso probability is(18C3+18C2*16C1)/34C3

prathyusha

• Nov 28th, 2006

 

its (18C2 * 32C1)/34c3

Balu Vasudevan Pillai

• Sep 26th, 2007

 

Answer should be  9C1/17C1, that is probability to draw a pair.

Any contradictions?

ganeshbhat

 Profile Answers by ganeshbhat 

• Feb 17th, 2010

 

There are two ways in which a pair of black socks can be picked.
1) All three are black : No. of ways of doing it is 18c3
2) Two black and one white: No. of ways of doing this is 18c2*16c1

Hence total No. of ways of picking a pair of black socks is : 18c3+(18c2*16c1)
Total No. of ways any 3 socks can be picked=(18+16)C3 =34C3
Hence the probability of picking a pair of black socks=(18c3+(18c2*16c1)) / 34C3

skumar06cs

 Profile Answers by skumar06cs 

• Jul 21st, 2010

 

9 pairs means 18 shocks and similarly 8 pairs equivelent to 16..
3 black shocks can be chosen in 2 ways which is as follows
18c3  or 18c2 and 16c1
Sample space =34c3
so the required answer will be = [18c3+(18c2*16c1)]/34c3

Mahesh Maka

 Profile Answers by Mahesh Maka 

• Feb 15th, 2011

 

First we should find number of socks inside the drawer ie(9*2)+(8*2)= 34

pro=(18c2*16c1)/34c3=40.9090%

prititripathi

 Profile Answers by prititripathi 

• Feb 20th, 2011

 

probability is 1 coz out of 3 atleast 2 will b of same color

namrata

• Nov 16th, 2011

 

6/11

Ravi

• Jan 27th, 2012

 

1/2

TUSHAR ANIL GULVE

• Jan 28th, 2012

 

8

abhishek

• Sep 6th, 2012

 

18C2*(16C1+16c1)/34C3

RAJALAKSHMI

• Feb 21st, 2013

 

6/11

Rupesh kumar

• Jul 20th, 2014

 

18C3+18C2*16C1/34C3
=6/11

Raj choudhary

• Sep 27th, 2015

 

Please tell me what happens if she choose 2 black socks which are from different pairs.

rashmi

• Mar 29th, 2016

 

9c1/(17c1*32c1) => denominator should comprise of all the possibilities..right?

Pradeep

• Apr 20th, 2016

 

1/2

Amit

• Mar 31st, 2017

 

The correct answer will be ( 9C1 * 32C1 ) / 34C3
This is because, pair means left and right side socks so it wont be 18C2 in place of 9C1

Sheetal boity

• Apr 5th, 2017

 

(9+8)=17
=9/17
=8/17

sridhar

• May 23rd, 2017

 

21/170

Anjali

• Aug 18th, 2017

 

we have to pick pair of black and white
the combination is (BBW,BWB,WBB from socks rack)
chance for getting BBW: 18/34*17/33*16/32 = 9/66
chance of getting BWB = 18/34*16/33*17/32 = 9/66
chance of getting WBB = 16/34*18/33*17/32 = 9/66
Probability of getting pair of black ang white socks = WBB+BBW+BWB = 3*9/66 = 9/22