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When pandemic strikes, one of Terry Mike's routines every day is to have a morning exercise. This morning, his routine exercise in a stationary bike consists of 100 rotations of the wheels. While his cousin Mark is watching him, he is thinking, if the bike's wheels have a radius of 1 ft., how far would he have gone if Terry Mike was riding an ordinary bike (in feet)? He tried to solve it and felt amazed by what he had arrived at because he got it right. What is his answer?

When pandemic strikes, one of Terry Mike's routines every day is to have a morning exercise. This morning, his routine exercise in a stationary bike consists of 100 rotations of the wheels. While his cousin Mark is watching him, he is thinking, if the bike's wheels have a radius of 1 ft., how far would he have gone if Terry Mike was riding an ordinary bike (in feet)? He tried to solve it and felt amazed by what he had arrived at because he got it right. What is his answer?

Elementary Algebra
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter8: Rational Expressions And Equations
Section8.9: Use Direct And Inverse Variation
Problem 508E: The area of the face of a Ferris wheel varies directly with the square of its radius. If the area of...
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Distance considering the radius of the wheel

When pandemic strikes, one of Terry Mike's routines every day is to have a morning exercise. This morning, his routine exercise in a stationary bike consists of 100 rotations of the wheels. While his cousin Mark is watching him, he is thinking, if the bike's wheels have a radius of 1 ft., how far would he have gone if Terry Mike was riding an ordinary bike (in feet)? He tried to solve it and felt amazed by what he had arrived at because he got it right. What is his answer?
Transcribed Image Text:When pandemic strikes, one of Terry Mike's routines every day is to have a morning exercise. This morning, his routine exercise in a stationary bike consists of 100 rotations of the wheels. While his cousin Mark is watching him, he is thinking, if the bike's wheels have a radius of 1 ft., how far would he have gone if Terry Mike was riding an ordinary bike (in feet)? He tried to solve it and felt amazed by what he had arrived at because he got it right. What is his answer?
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