Find the median of the following data. Class interval 0 - 20 20 - 40 40 - 60 60 - 80 80 - 100 Frequency 9 16 24 15 4
47.5
To find the median, we first need to find the cumulative frequency.
Cumulative Frequency: 9, 25, 49, 64, 68
N = 68 N/2 = 34
The median class is the class interval where the cumulative frequency is greater than or equal to N/2.
In this case, it is the 40-60 class interval.
Median = L + [(N/2 - cf)/f] * h
L = Lower limit of the median class = 40 cumulative frequency (cf) = 25 f = frequency of the median class = 24 h = class width = 20
Median = 40 + [(34 - 25)/24] * 20 = 40 + (9/24) * 20 = 40 + 7.5 = 47.5
The following table gives zone wise survey report of the people of a country who take tea. Study the table and answer the question.

The ratio of the total number of people surveyed who take tea more than 3 times a day to the number of people who do not take tea at all is:
The weighted aggregate price index with base year quantities taken as weights is known as:
If X ~ N(5,16), then the first quartile of X is equal to:
β2 of normal distribution is _____.
Which of the following is true?
Match the following:
| (a) Marginalist Revolution | (i) Samuelson |
| (b) Multiplier-Accelerator model | (ii) J. R. Hicks |
| (c) IS-LM curves | (iii) Jevous |
| (d) Real Business Cycle | (iv) Robert J. Borro |
Choose the correct option from those given below:
Which one of the following responses is true as a solution to simultaneous equation bias?
A. OLS method
B. Principle Component Method
C. Two - stage Least Square Method (2 SLS method)
D. Full Information Maximum Likelihood method (FIML)
Choose the correct option.
Time series under the condition (E xt ) = μ and cov(x t, x t + k ) = Y(K) is said to be
Given the sample size 400 with the sample mean 99, the population mean 100 and computed value of z statistic at 2.5, the value of population standard deviation will be
Which one of the following price index numbers satisfies the factor reversal test?