In: Math
Consider a hyper geometric probability distribution with n=7, R= 8 and N=17
a) calculate P(x =5)
b) calculate P(x=4)
c) calculate P(x <=1)
d) calculate the mean and strandard deviation of this distribution
Probability function of a Hyper geometric
Given, n=7, R= 8 and N=17
a) calculate P(x =5);
Substituting 5 in the below probability function
p(x=5) = 0.1037
b)
calculate P(x =4);
Substituting 4 in the below probability function
p(x=4) = 0.3023
c) calculate P(x <=1)
P(x<=1) = P(x=0) + P(x=1)
P(x<=1) = P(x=0) + P(x=1) = 0.00185+0.03455=0.03640
P(x <=1) = 0.03640
d) mean and standard deviation of this distribution
Standard deviation = 1.044
Mean = 3.2941
Standard deviation = 1.044