how to calculate median for the unequal data
Answers
Solution:-
The presence of unequal class intervals
The presence of unequal class intervalsdoes not pose any problem for the
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains the
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the following
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x i
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x iHere,
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x iHere,1, represents the lower limit of the median
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x iHere,1, represents the lower limit of the medianclass.
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x iHere,1, represents the lower limit of the medianclass.N represents the sum total of frequency.
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x iHere,1, represents the lower limit of the medianclass.N represents the sum total of frequency.C.F. represents cumulative frequency of
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x iHere,1, represents the lower limit of the medianclass.N represents the sum total of frequency.C.F. represents cumulative frequency ofthe class preceding the median class.
The presence of unequal class intervalsdoes not pose any problem for thecalculation of median.So, the calculation of median remains thesame as in equal class intervals.Median is calculated using the followingformula -Median = 11 = [{(N/2) - C.F.}/f] x iHere,1, represents the lower limit of the medianclass.N represents the sum total of frequency.C.F. represents cumulative frequency ofthe class preceding the median class.f represents the frequency of the median
the medianclass.
the medianclass.i represents the size of median class
the medianclass.i represents the size of median classinterval.
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