Four inelastic cables are attached to plate and hold the 1.25-ft- long spring A 0.25 ft in compression when no weight is on the plate. There is also an un-deformed spring B nested within this compressed spring. If the block C, having a weight of 8 lb, is moving downward at v= 5 ft/s, when it is h = 3 ft above the plate, determine how far the plate moves downwards when the block momentarily stops after striking it. Neglect the weight of the plate. k = 100 kg = 200 %3D %3D 1ft 0.75 ft MAA
Four inelastic cables are attached to plate and hold the 1.25-ft- long spring A 0.25 ft in compression when no weight is on the plate. There is also an un-deformed spring B nested within this compressed spring. If the block C, having a weight of 8 lb, is moving downward at v= 5 ft/s, when it is h = 3 ft above the plate, determine how far the plate moves downwards when the block momentarily stops after striking it. Neglect the weight of the plate. k = 100 kg = 200 %3D %3D 1ft 0.75 ft MAA
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Solve this mechanics problem.
![Four inelastic cables are attached to plate Pand hold the 1.25-ft-
long spring A 0.25 ft in compression when no weight is on the
plate. There is also an un-deformed spring B nested within this
compressed spring. If the block C, having a weight of 8 lb, is
moving downward at v= 5 ft/s, when it is h = 3 ft above the plate,
determine how far the plate moves downwards when the block
momentarily stops after striking it. Neglect the weight of the plate.
ka = 100
ka = 200
kA
1 ft
0.75 ft
kB](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6bb24a02-9de6-4574-b6ee-d56b1ecb6187%2F27de06cf-9b94-4f46-af52-f41039c38073%2F6ikosp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Four inelastic cables are attached to plate Pand hold the 1.25-ft-
long spring A 0.25 ft in compression when no weight is on the
plate. There is also an un-deformed spring B nested within this
compressed spring. If the block C, having a weight of 8 lb, is
moving downward at v= 5 ft/s, when it is h = 3 ft above the plate,
determine how far the plate moves downwards when the block
momentarily stops after striking it. Neglect the weight of the plate.
ka = 100
ka = 200
kA
1 ft
0.75 ft
kB
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