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An integral part of doing business in the dot-com culture of the late $1990$swas frequenting the party circuit centered in San Francisco. Here high-tech companies threw as many as five parties a night to recruit or retain talented workers in a highly competitive job market. With as many as$700$guests at a single party. the food and booze flowed, with an average alcohol cost per guest of dollarrole="math" localid="1651238902534" $15$to$18$ and an average food bill of dollar $75$to$150$. A sample of guests at a dot-com party yielded the following data on number of alcoholic drinks consumed per person.

a. Find the mean, median, and mode of these data.
b. Which measure of center do you think is best here? Explain your answer.

Step by step solution

01

Part (a) Step1: Given information

We need to find that mean , median,mode of data.

02

Part (a) Step2: Explanation

To find mean , we will get,$渭=\frac{鈭�x_i}{N}$$=\frac{47}{20}=2.35$here $渭$is mean.

To find median, we will arrange data in ascending order,$0,0,1,1,1,1,1,2,2,2,2,2,3,3,4,4,4,4,5,5$

Here the middle value is $2$which is median.

To calculate mode, here the number that occur the most are $1$and $2$. so mode is$1$and$2$.

03

Part (b) Step1: Given information

We need to find that which measure of center is best here .

04

Part (b) Step2: Explanation

The measure of center which is best here is median because when there are extreme values or outliers because it is not affected by the precise numerical values of the outliers which will not be in mean.

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