This is a drawbridge, held in place by a cable.  The hinge is frictionless.  This problem and the next two involving this situation use American units: weight and other forces are in pounds, and torque is in pound-feet.  Calculate the torque (positive number) on the drawbridge due to its weight, in lb*ft.  (Use the hinge as your axis.) The drawbridge's weight: W = Mg = 5900 lb Its length: ℓ = 60 ft The height the cable reaches: h = 20 ft

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This is a drawbridge, held in place by a cable.  The hinge is frictionless.  This problem and the next two involving this situation use American units: weight and other forces are in pounds, and torque is in pound-feet.  Calculate the torque (positive number) on the drawbridge due to its weight, in lb*ft.  (Use the hinge as your axis.)

  • The drawbridge's weight: W = Mg = 5900 lb
  • Its length: ℓ = 60 ft
  • The height the cable reaches: h = 20 ft

 

This is a drawbridge, held in place by a cable. The hinge is frictionless. This problem and the next
two involving this situation use American units: weight and other forces are in pounds, and torque is
in pound-feet. Calculate the torque (positive number) on the drawbridge due to its weight, in Ib*ft.
(Use the hinge as your axis.)
h
hinge
34/4
• The drawbridge's weight: W = Mg = 5900 lb
• Its length: e = 60 ft
The height the cable reaches: h = 20 ft
%3D
Transcribed Image Text:This is a drawbridge, held in place by a cable. The hinge is frictionless. This problem and the next two involving this situation use American units: weight and other forces are in pounds, and torque is in pound-feet. Calculate the torque (positive number) on the drawbridge due to its weight, in Ib*ft. (Use the hinge as your axis.) h hinge 34/4 • The drawbridge's weight: W = Mg = 5900 lb • Its length: e = 60 ft The height the cable reaches: h = 20 ft %3D
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