Math  /  Data & Statistics

QuestionThe salaries of 10 employees of a small company are listed. Complete parts (a) through ( t ) below. \begin{tabular}{cc} \hline$27000\$ 27000 & $68000\$ 68000 \\ \hline 26000 & 31000 \\ \hline 28000 & 30000 \\ \hline 29000 & 79000 \\ \hline 29000 & 32000 \\ \hline \end{tabular} b) Determine the median.
The median salary is \29500(Simplifyyouranswer.)c)Determinethemode(s).Selectthecorrectchoicebelowand,ifnecessary,fillintheanswerboxwithinyourchoice.A.Themodesalary/salariesis/are 29500 (Simplify your answer.) c) Determine the mode(s). Select the correct choice below and, if necessary, fill in the answer box within your choice. A. The mode salary/salaries is/are \29000 29000. (Use a comma to separate answers, but do not use commas in any individual numbers.) B. There is no mode. d) Determine the midrange.
The midrange of the data set is $\$ \square (Simplify your answer.)

Studdy Solution
Calculate the midrange by averaging the maximum and minimum values:
Midrange=26000+790002=52500 \text{Midrange} = \frac{26000 + 79000}{2} = 52500
The median salary is:
29500 \boxed{29500}
The mode salary is:
29000 \boxed{29000}
The midrange of the data set is:
52500 \boxed{52500}

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