2 Agate is hung from two hinges that nung from two hinges that are 2 meters...
2 Agate is hung from two hinges that are 2 meters apart. The uniform gate weighs 400 newtons and is 2m by 4m. Derive the forces on the upper and lower hinges. Do not forget force is a vector. Box the answers. Gait Post Lower Hinge
2 Agate is hung from two hinges that are 2 meters apart. The uniform gate weighs 400 newtons and is 2m by 4m. Derive the forces on the upper and lower hinges. Do not forget force is a vector. Box the answers. Gait Post 2ms Low
Agte hung from tweinges that are 2 meters apart. The uniform te weg.400 newtons and is 2m by em. Derive the forces on the upper and lower hinges. Do not forget force is a vector, Bes the answers Gait Post Lower Mag 2 Agate is hung from two hinges that are 2 meters apart. The uniform gate weighs 400 newtons and is 2m by 4m. Derive the forces on the upper and lower hinges. Do not forget force is a...
A gate is hung from two hinges that are 2 meters apart. The uniform gate weighs 400 newtons and is 2m by 4m. Derive the forces on the upper and lower hinges. Do not forget force is a vector. Box the answers. Gait Post 2m
A uniform 24 kg door that is 2.5 m high by 0.80 m wide is hung from two hinges that are 20 cm from the top and 20 cm from the bottom. If each hinge supports half the weight of the door, find the magnitude and direction of the horizontal components of the forces exerted by the two hinges on the door. (Take the direction of forcing the door away from the hinges to be positive and the direction of...
Problem 8. A door of mass M that has height H and width Wis hung from two hinges located a distance d from the top and bottom, respectively, Assuming that the vertical weight of the door is equally distributed between the two hinges, find the total force (in component form) exerted by each hinge. Neglect the mass of the doorknob and assume that the center of mass of the door is atx- W2,y H/2. Note: The force directions drawn in...
T. T. 2 7. Two blocks, each with mass m, are hung from the ceiling of an elevator, as shown. The elevator has upward acceleration a, and the strings have negligible mass. (a) Find the tensions T1 and T2 in the upper and lower strings. (b) Which string would break first if a is made sufficiently large? (c) What would the tensions be if the cable supporting the elevator broke?