Miles traveled since the last maintenance

$10417$

$10851$

$10426$

$11894$

$10106$

$11880$

$11581$

$10758$

$10854$

$11527$

$11614$

$11143$

$10614$

$9956$

$10070$

$11024$

$10236$

$11465$

$11532$

$10091$

$9947$

$10677$

$11043$

$10153$

$10456$

$11545$

$10098$

$10988$

$10246$

$11707$

$11202$

$10954$

$10974$

$11048$

$10284$

$11205$

$11163$

$10898$

$11487$

$10012$

$11062$

$10800$

$11145$

$11500$

$10210$

$11821$

$11531$

$11151$

$11703$

$9963$

$10752$

$10510$

$10739$

$11588$

$9990$

$10927$

$11885$

$10029$

$9917$

$10228$

$10489$

$10884$

$10404$

$10787$

$10863$

$10340$

$10943$

$11789$

$11802$

$11112$

$10986$

$10832$

$11925$

$10168$

$11064$

$11255$

$11375$

$10777$

$10417$

$10601$ Refer to the Lincolnville School District bus data. Select the variable referring to the number of miles traveled since the last

maintenance, and then organize these data into a frequency distribution.

Click here for the Excel Data File

Required:

$0-1.$ What is a typical amount of miles traveled?

$0-2.$ What is the range?