22.
Examples for existent and hypothetical populations are

23.
A train arrives at a commuting station on time on an average of 8 out of 10 days. What is the probability that in a given week of 5 working days, the train will not arrive on time 2 of the 5 days?

24.
Out of 10,000 students in a university, a sample of 400 is taken, the monthly average of the expenditure of these 400 students is found to be Rs. 75 and the standard deviation Rs. 2.50. Set the limits within the average of additional sample would be

25.
Statement I Both the probable error and standard error of the coefficient of correlation are different.
Statement II When a sampling distribution of mean is prepared by taking small sized samples from a normally distributed population, the distribution takes the shape of normal distribution.

26.
Under Binomial distribution standard deviation ($$\sigma $$) can be computed by

27.
Statement I The product of coefficient of correlation, standard deviation of variable 'X' and Standard deviation of variable 'Y' gives the measure of covariance between X and Y variables.
Statement II The product of coefficient of correlation between X and Y variables and the ratio between standard deviation of X variable to standard deviation of Y variable measures the slope of the regression line of X on Y variable.

28.
The following statements relate to sampling distributions. Choose the correct statements being correct or incorrect.
Statement I Sampling distribution of mean is normally distributed irrespective of the type of population distribution and size of samples.
Statement II The standard deviation of the sampling distribution of mean is less than the standard deviation of the population distribution.

29.
Which one of the following expressions relates to an event which represents the occurrence of either A or B or both?

30.
Match the following
List-I (Information's quality) List-II (Elements)
a. Impartiality 1. No bias
b. Validity 2. Purpose of decision making
c. Reliability 3. Accuracy
d. Age 4. Old

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