11. A researcher conduct a hypothesis test and observes values from sample mean and sample standard deviation when n = 25, that do not lead to rejection of null hypothesis. He calculates the p value as 0.0667. What will happen to the p value if he observes the same sample mean and standard deviation for a sample > 25?
12. Three helicopter crewmen are needed in an emergency. There are six crewmen on duty. In how many ways could three of them be chosen to fly the machine?
13. Binomial distribution is
14. Match the following.
List-I (Moments)
List-II (Constants of Binomial Distribution)
a. μ1
1. 3n2p2q2 + npq (1 - 6pq)
b. μ2
2. npq (q - p)
c. μ3
3. npq
d. μ4
4. 0
List-I (Moments) | List-II (Constants of Binomial Distribution) |
a. μ1 | 1. 3n2p2q2 + npq (1 - 6pq) |
b. μ2 | 2. npq (q - p) |
c. μ3 | 3. npq |
d. μ4 | 4. 0 |
15. Regression coefficient is
16. Student's t-test was developed by
17. Which of following is/are characteristics of Karl Pearson's coefficient of correlation?
18. Given
$$\sum $$Y = Na + b$$\sum $$Y is
$$\sum $$Y = Na + b$$\sum $$Y is
19. What is the probability of not happening of an event?
20. The device used to estimating the value of one variable from the value of the other consists of a line through the points, drawn in such a manner as to represent the average relationship between the two variables, such a line is called the
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