You are given that a wheel has a radius of 2 feet and a spin rate of 10 revolutions per minute. Describe how you would determine the linear velocity, in feet per minute, of a point on the edge of the wheel.

Answer:Linear velocity of point on the edge of wheel having radius of 2 feet and spin rate of 10 revolution per minute is 125.71 feet per minute. Step-by-step explanation:Given that radius of wheel = 2 feet There is a point on edge of the wheel .we need to determine linear velocity of that point. Let’s first calculate distance covered by a point when 1 revolution of wheel is complete. When one revolution is complete the distance traveled by a point on edge of the wheel will be equal to circumference of the wheel   In one revolution, point covers distance of  feet So in 10 revolution, point covers distance of   Given that in a minute, wheel takes 10 revolution. Which means in a minute , point covers  feet that is  feet per minute = 125.71 feet per minute Hence linear velocity of point on the edge of wheel having radius of 2 feet and spin rate of 10 revolution per minute is 125.71 feet per minute.