1. The problem statement, all variables and given/known data For a scene in a movie, a stunt driver drives a 1.20✕ 103 kg pickup truck with a length of 4.65 m around a circular curve with a radius of curvature of 0.333 km (Fig. 7.29). The truck is to curve off the road, jump across 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 truck must have in going around the circular curve to clear the gully and land on the other side? 2. Relevant equations a(c) = v^2/ r Fc = mv^2/ r (I don't really know what else to apply here) I guess we could use energy or kinematics for the ravine part. KE= 1/2mv^2 PE= mgh 3. The attempt at a solution 0.333 km= 333 m Fc = mv^2/ r This is where i got lost and confused. Please guide me.