The Median Of The Following Discrete Series Is. The median class will be that class for which the upper class boundary is Now that we know the median class the median can be calculated using the following formula. Calculation of median in discrete series.
Median size of size of 305th item The cumulative frequency just greater than 305 is 38and the value of x corresponding to 38 is 6Hence the median size is 6 members per family. Median size of 2 1 N Step-iv. Size of 615th item 6800 hence the median income is 6800.
Iv In the cumulative frequency column look for the cumulative frequency that is equal to N 12 or cumulative frequency that is just higher than this.
A Q 2 50 b D 5 50 c P 50 50 d All of the above MCQ No 357 The mode or model value of the distribution is that value of the variate for which frequency is. Calculation of median - continuous series The Steps which determine the particular class in which the value of median lies use N2 as the rank of the median instead of N 12. A Q 2 50 b D 5 50 c P 50 50 d All of the above MCQ No 357 The mode or model value of the distribution is that value of the variate for which frequency is. Here each frequency is multiplied by the variable taking the total and dividing total by total number of frequencies we get X.
