Answer:
To find the central tendency of the given data,
The given data is,
11,11,18,32,34,115
Total number of data is 6.
we know that,
The central tendency of the dataset can be found out using the three important measures namely mean, median and mode
Mean:
Mean is given by,
[tex]=\frac{Sum\text{ of the data}}{Total\text{ number of data}}[/tex]
Sum=11+11+18+32+34+115=221
[tex]\text{Mean}=\frac{221}{6}=36.83[/tex]
Mean is 36.83
we know that,
Median is the middle value of the dataset in which the dataset is arranged in the ascending order or in descending order.
Arranging the data we get,
11,11,18,32,34,115
Median is,
[tex]=\frac{18+32}{2}=25[/tex]
Median is 25.
Mode:
The mode represents the frequently occurring value in the dataset. Sometimes the dataset may contain multiple modes and in some cases, it does not contain any mode at all.
Mode is 11.
