theoretically, how does the radial force exerted on an object vary with the radius of its circular path when it is revolving at constant frequency?

The radial force exerted on an object varies with the radius of its circular path when it is revolving on constant frequency.Radial force (RF) is the average pressure over the. the floor of the compressed object instances the surface area of the object. (while the tool is compressed by a segmented radial compression mechanism, RF is likewise the same as the sum of the forces on every die tip, perpendicular to the tip surface.The force that acts inside the X-axis route is described as the tangential pressure feet (N) The force that acts in the Y-axis course is defined because of the radial force. The force implemented to a bearing is known as the load. The pressure applied perpendicularly to the shaft is referred to as the radial load, and that is implemented in the equal path as the shaft is referred to as the axial load.centripetal force = mass × centripetal accelerationF = mv²/rLearn more about radial force here:-https://brainly.com/question/28202825#SPJ4