The data below represent the age $($in years$)$ for $30$ randomly selected students on campus this quarter.

$\backslash$table$[[24,30,28,27,18,19,30,18,20,20],[26,23,27,30,16,18,18,22,30,23],[32,29,23,25,34,34,21,32,24,30]]$

Use the data to fill in the frequency table below. Use $5$ classes.

$\backslash$table$[[$Class Boundaries,Frequencies,$\backslash$table$[[$Relative$],[$Frequencies$]]],[,,],[,,],[,,],[,,],[,,]]$

Use the information in the frequency table to draw a histogram representing the data. Please include units and labels on the axes.

Compute the $5$ number summary for the data. Feel free to use your calculator $(1$ variable stats$).$

Compute the mean and standard deviation of the data. Feel free to use your calculator. By that I mean put it into a list and calculate $1$ variable stats.

If you had to choose one combination of center$/$spread $($choose from: mean$/$standard deviation, median$/$IQR$,$ mode$/$range$)$ to best summarize this set of data, which would you select? Please describe the rationale for your choice. Be sure you got your ideas for rationale from the text $($not just an opinion$).$