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Reply Sat 12 Jan, 2013 01:09 pm
Q. A random variable “X” following binomial distribution has its mean and variance, 18 and 3.52 respectively. How can I calculate the value of “n” and “p”?
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Type: Question • Score: 0 • Views: 862 • Replies: 4
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steve123
 
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Reply Sat 12 Jan, 2013 02:04 pm
@sofia mercedez,
Is the value n, and p, a random variable, i read some where if this is the case that 2 random variables can not be calculated but may be of track to your question, im a poker player and only know so much
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Kolyo
 
  2  
Reply Sat 12 Jan, 2013 02:19 pm
@sofia mercedez,
In the binomial distribution,
mean = n*p
variance = n*p*(1-p)

http://en.wikipedia.org/wiki/Binomial_distribution#Mean_and_variance

You know the mean and variance, so solve these equations for n and p.
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steve123
 
  2  
Reply Sat 12 Jan, 2013 02:47 pm
@sofia mercedez,
guys you seem you know a lot about variance ,would you please help me with my question two posts below,
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Tryagain
 
  2  
Reply Sat 12 Jan, 2013 04:33 pm
mean=np=18
variance=npq=3.52
npq/np=0.195=q
p=1-q
=1-.195=.80
np=18
n(.80)=18
n=22.50

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