For a scene in a movie, a stunt driver drives 1.50 x 103 kg a SUV with a length of 4.25 m around a circular curve with a radius of curvature of 0.333 km (Fig. 7.34). The vehicle is to be driven off the edge of a gully 10.0 m wide, and land on the other side 2.96 m below the initial side. What is the minimum centripetal acceleration the SUV must have in going around the circular curve to clear the gully and land on the other side?
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