1) If x2 =1.001 by fitting the binomial distribution with 2 degrees of freedom, find the critical value. Use a= 0.05.
2) 2) If we draw a card from an ordinary deck of 52 cards. Can king and diamond be mutually exclusive events? Give reason to support your answer.
3) Suppose that we toss a fair coin three times. What is its sample space?
4) Why we take B2 =3 as the criteria for measuring the kurtosis of any distribution?
5) If mean of a distribution is 0.925 and standard deviation is 0.132. Find out the limits by applying chebychev’s inequality for k=2. How much fraction of data will lie between the twolimits?
6) What is natural pairing in observations?Give example.
7) What is the probability that a poker hand of 5 cards contain exactly 1 ace(hypergeaometric dist.)?
8) If n=5, p(x=1)=5/32 and p(x=2)=10/32. then find the value of p & q. marks: 05
9) Tell The Null And Alternative Hypothesis Of 150?(2)
10) b1 and b2 in moment ration, what are role in sample space
2) 2) If we draw a card from an ordinary deck of 52 cards. Can king and diamond be mutually exclusive events? Give reason to support your answer.
3) Suppose that we toss a fair coin three times. What is its sample space?
4) Why we take B2 =3 as the criteria for measuring the kurtosis of any distribution?
5) If mean of a distribution is 0.925 and standard deviation is 0.132. Find out the limits by applying chebychev’s inequality for k=2. How much fraction of data will lie between the twolimits?
6) What is natural pairing in observations?Give example.
7) What is the probability that a poker hand of 5 cards contain exactly 1 ace(hypergeaometric dist.)?
8) If n=5, p(x=1)=5/32 and p(x=2)=10/32. then find the value of p & q. marks: 05
9) Tell The Null And Alternative Hypothesis Of 150?(2)
10) b1 and b2 in moment ration, what are role in sample space
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