find median of n observation in c program
Ungrouped data is data that is not grouped in a specific order. Grouped data is a set of data that has unique characteristics in common.
Single data
sht happens
1,5,50
(q3-q1)/2
Mean and median are the measures of central location that always have one value. This is true for a set of grouped or ungrouped data.
*Ungrouped Data*Mode of ungrouped data:An observation occurring most frequently in the data is called mode of the data. It is denoted by Z.For Example:Find the median of the following observations4,6,8,6,7,8,8Sol:In the given data, the observation 8 occurs maximumnumber of times (3)\ Mode (Z) = 8
The ________________ of the ungrouped data is the value that most frequently appears in a set of data.
If there are n observations, then, If n is odd then let m = (n+1)/2. The median is the mth value in the ordered set of observations. If n is even then let m = n/2. The median is the average of the mth and (m+1)th values in the ordered set of observations.
You cannot "solve" ungrouped data since ungrouped data is not a question. You can calculate the mean or the variance, standard deviation or skewness, or a whole range of other measures for ungrouped data. But you have not specified what.
In statistics, ungrouped data refers to raw data points that are presented individually, allowing for detailed analysis and precise calculations, such as mean and median. In contrast, grouped data is organized into classes or intervals, which simplifies representation and analysis, particularly for larger datasets, but may obscure specific values. Grouped data is often displayed in frequency tables or histograms, while ungrouped data is typically shown in lists or scatter plots. Each type has its own advantages, depending on the context and goals of the analysis.
Ungrouped data is data that is not grouped in a specific order. Grouped data is a set of data that has unique characteristics in common.
Single data
sht happens
1,5,50
Arrange the values in increasing order. If the number of observations n is odd, the median is n/2+1 st value. n/2 is integer division (ignore the fraction). If there are 5 observations, the median is 5/2+1 = the third observation. If the number of observations is even, median = [ x(n/2)+x(n/2+1)] /2, the average of the two middle values. If there are 10 observations, 10/2 +(10/2+1), the average of the fifth and the sixth observation. The median is such that 50 % of the cases lie below it and 50 % above.
The mode of ungrouped data is the value that appears the most often. The mode may not be a number - for example if looking at the favourite colour of a set of people.