a car travels around an unbanked curve at 17 m/s. if the static friction coefficient between the tires and the road is 0.45, what is the minimum radius curve that the car can take at this speed without slipping?

The minimum radius curve that the car can take at this speed without slipping is 65.5 m.Friction is the force resisting the relative motion of strong surfaces, fluid layers, and fabric elements sliding against every different. There are several sorts of friction: Dry friction is a pressure that opposes the relative lateral movement of two solid surfaces in touch. Given;The velocity of the car, v = 17 m/sCoefficient of friction μ = 0.45So, a minimum curve that the car can take at this speed without slipping.Let M be the mass of the car for the safe turn.Mv²/r ≤  μMgr ≥ v²/μgr ≥ (17)²/0.45×9.8r ≥ 65.5 mTherefore, the minimum radius for a safe turn is 65.5 m.Friction is a form of contact force. It exists between the surfaces which are in contact. The frictional force depends on the character of the surface in contact. The rougher the floor, the greater the friction is concerned. The frictional force is proportional to the urgent force, that's the burden of the body. it's far unbiased of the location of the touch.Learn more about friction here:-https://brainly.com/question/24338873#SPJ4