A curve in a road forms part of a horizontal circle. as a car goes around it at constant speed 14.0 m/s, the horizontal total force on the driver has magnitude 146 n. what is the total horizontal force on the driver if the speed on the same curve is 19.8 m/s instead
Because that part of the road is a circle we can use the radial force equation of circular motion F=mv^2/r Here we don't know m or r but we can solve for the ratio m/r since we are given the force at a known velocity v. Rewriting with this info: 146=(m/r)(14^2) 146=(m/r)(196) 146/196=m/r 0.745=m/r Now we use this to get the answer F=0.745(19.8^2)=292N
