To calculate mass from centripetal force slope, you will need to use the formula m = Fc / (ω^2 * r), where m is the mass, Fc is the centripetal force, ω is the angular velocity, and r is the radius of the circular motion.
The relationship between centripetal force and mass can be described by the formula Fc = m * (ω^2 * r), where Fc is the centripetal force, m is the mass, ω is the angular velocity, and r is the radius of the circular motion. This shows that centripetal force is directly proportional to mass.
The unit of measurement for centripetal force is newtons (N), while the unit of measurement for mass is kilograms (kg). This means that the unit of measurement for centripetal force over mass would be N/kg or m/s^2.
Yes, you can determine the mass of an object if the centripetal force and radius are known by rearranging the formula m = Fc / (ω^2 * r). This will give you the mass in kilograms (kg).
The radius of circular motion has a direct impact on the calculation of mass from centripetal force slope. As the radius increases, the centripetal force decreases, resulting in a smaller mass value. On the other hand, as the radius decreases, the centripetal force increases, leading to a larger mass value.