State the Central Limit Theorem.
The central limit theorem (CLT) is a statistical theory that states that given a sufficiently large sample size from a
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The input coefficient matrix P for an economy is given by
and the
final demand vector 
Find the output levels
Give examples of the problems where you can use:
a) Poisson distribution. Does it have probability density function? Why or why not?
Discuss your answer in the context of mean and variance of the Poisson distribution.
b) In a sequence of 4 trials with probability of success p = 1/3 there will be exactly two successes?
Give examples of the problems where you can use: a) Poisson distribution. Does it have probability density function? Why or why not? Discuss your answer in the context of mean and variance of the Poisson distribution. b) In a sequence of 4 trials with probability of success p =1/3 , what is the probability that there will be exactly two successes?
What is sampling distribution?
Write short notes on the following:
i) Rank of matrix
ii) Eigen value and Eigen vector
Explain the method of maximum likelihood for estimating the value of a population parameter.
The input coefficient matrix P for an economy is given by 
final demand vector 
Find the output levels.