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26. (a) The problem states that each hinge supports half the door’s weight, so each vertical hinge force
        component is Fy = mg/2 = 1.3 × 102 N.
    (b) Computing torques about the top hinge, we find the horizontal hinge force component (at the
        bottom hinge) is
                                       (27 kg) 9.8 m/s2 0.91 m
                                                             2
                                 Fh =                          = 80 N .
                                            2.1 m − 2(0.30 m)
        Equilibrium of horizontal forces demands that the horizontal component of the top hinge force has
        the same magnitude (though opposite direction).

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P13 026

  • 1. 26. (a) The problem states that each hinge supports half the door’s weight, so each vertical hinge force component is Fy = mg/2 = 1.3 × 102 N. (b) Computing torques about the top hinge, we find the horizontal hinge force component (at the bottom hinge) is (27 kg) 9.8 m/s2 0.91 m 2 Fh = = 80 N . 2.1 m − 2(0.30 m) Equilibrium of horizontal forces demands that the horizontal component of the top hinge force has the same magnitude (though opposite direction).