Entrepreneur magazine ranks franchises using performance measures such as growth rate, number of locations, startup costs, and financial stability. The number of locotions for the top $20$ U$.$S$.$ franchises follow $($The World Aimanac$).$

DATA $(\frac{\text{f}\text{i}\text{l}\text{e}}{?})$

$\backslash$table$[[$Franchise$,$No$.$ U$.$S$.,$No$.$ U$.$S$.,],[$Hampton Inn,Locations,Franchise,Locations$],[$ampm$,1,864,$Jan$-$Pro Franchising IntI. Inc.,$12,394],[$McDonald$\text{'}$s$,3,183,$Hardee's,$1,901],[7-$Eleven Inc.,$32,805,$Pizza Hut Inc.,$13,281],[$Supercuts$,37,496,$Kumbi Math & Reading Centers,$25,199],[$Days Inn,$2,130,$Dunkin' Donuts,$9,947],[$Vanguard Cleaning Systems,$1,877,$KFC Corp.,$16,224],[$Servpro$,2,155,$Jazzercise Inc.,$7,683],[$Subway$,1,572,$Anytime Fitness,$1,618],[$Denny$\text{'}$s Inc.,$34,871,$Matco Tools,$1,431]]$

Use classes $0-4,999,5,000-9,999,10,000-14,999,$ and so forth to answer the following questions.

a$.$ Construct a frequency distribution and a percent frequency distribution of the number of U$.$S$.$ locations for these top$-$ranked franchises. If your answer is "zero", enter $"0".$

Round your answers to the nearest whole number.