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8. Our notation is as follows: M = 1360 kg is the mass of the automobile; L = 3.05 m is the horizontal
   distance between the axles; = 3.05 − 1.78 = 1.27 m is the horizontal distance from the rear axle to the
   center of mass; F1 is the force exerted on each front wheel; and, F2 is the force exerted on each back
   wheel.

   (a) Taking torques about the rear axle, we find

                                  Mg   (1360kg) 9.8m/s2 (1.27 m)
                           F1 =      =                           = 2.77 × 103 N .
                                  2L           2(3.05 m)

   (b) Equilibrium of forces leads to 2F1 + 2F2 = M g, from which we obtain F2 = 3.89 × 103 N.

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P13 008

  • 1. 8. Our notation is as follows: M = 1360 kg is the mass of the automobile; L = 3.05 m is the horizontal distance between the axles; = 3.05 − 1.78 = 1.27 m is the horizontal distance from the rear axle to the center of mass; F1 is the force exerted on each front wheel; and, F2 is the force exerted on each back wheel. (a) Taking torques about the rear axle, we find Mg (1360kg) 9.8m/s2 (1.27 m) F1 = = = 2.77 × 103 N . 2L 2(3.05 m) (b) Equilibrium of forces leads to 2F1 + 2F2 = M g, from which we obtain F2 = 3.89 × 103 N.