Geometry help

A small hula-hoop was rolled on the ground.  After rolling exactly 6 times, it went 37.7 feet.  

 

What is the Diameter of the hula-hoop?

 

You got an extra large hula-hoop that has a diameter twice the length of the small hula-hoop.  

 

How far would it go if you got it to roll exactly 8 times?

 

 

Be sure to show all your work!!!
 

  Topic Mathematics Subtopic Geometry
2 Years 1 Answer 1.6k views

Luis Avila

Knowledge Areas : PC/Mac Games, High School

Reputation Score: 0

Submit An Answer

Answers ( 1 )

 
  1. Graham Woodring 300 Community Answer

    A hula-hoop, or circle, has a circumference of pi*diameter. Therefore, when it rolls once it travels pi*diameter distance. So make the equation 37.7 = 6*pi*diameter. Solve for diameter = 2 feet.


    At diameter = 4 feet the equation is distance = 8*pi*4 = 100 feet.

    UTC 2021-05-19 05:53 PM 0 Comments

To answer this question, you must be logged in.

Create an account

Already have an account? Login.

By Signing up, you indicate that you have read and agree to Sage's Terms and Conditions and Privacy Policy