A car is moving around a banked curve of radius 86 m at a constant speed. The road is banked at an angle of 11° and the car is moving at just the correct speed to ensure that there are no lateral frictional forces on the tyres - that is the only forces acting on the car are the force of gravity and the normal force from the road.
At what speed is the car moving? (in m s−1 to 2 s.f)
"v=\\sqrt{gr\\tan\\alpha}=12.8~\\frac ms."
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