IF THE COEFFICIENT OF ROLLING RESISTENCE OF A CYLINDER OF RADIUS R=1FT ROLL FROM UNIFORM VELOCITY?
To calculate the distance covered by a cylinder rolling from uniform velocity, we need to consider the coefficient of rolling resistance. The coefficient of rolling resistance, denoted by "Crr," is a dimensionless constant that represents the resistive force experienced by a rolling object.
Given that the radius of the cylinder, R = 1 ft, you need additional information to calculate the distance covered. Specifically, you need to know the coefficient of rolling resistance (Crr) and the initial velocity of the cylinder.
If you have the value of Crr and the initial velocity, you can use the following formula to calculate the distance covered by the rolling cylinder:
Distance = (Initial Velocity^2) / (2 * Crr * g),
where g is the acceleration due to gravity (approximately 32.17 ft/s^2).
Please provide the specific values for the coefficient of rolling resistance and the initial velocity of the cylinder so that I can help you calculate the distance accurately.