The box located at y =3.5 m is initially compressing a spring at a certain distance. When the spring was brought back to equilibrium, the box sled onto the rough incline, reached a frictionless horizontal surface and continued to move until it encountered a very rough surface where its motion halted at the end of the 5-m surface. Calculate the: A. compression distance of the spring to reach the end of the track B. speed of the box at the start of the frictionless surface K=3000N/M compressed mass = 10 kg 3. 5m Mx=0.9 frictlonless

University Physics Volume 1
18th Edition
ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
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Chapter8: Potential Energy And Conservation Of Energy
Section: Chapter Questions
Problem 78AP: A block of mass 300 g is attached to a spring of spring constant 100 N/m. The other end of the...
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The box located at y =3.5 m is initially compressing a spring at a certain distance. When the spring was brought back to equilibrium, the box
sled onto the rough incline, reached a frictionless horizontal surface and continued to move until it encountered a very rough surface where
its motion halted at the end of the 5-m surface. Calculate the:
A. compression distance of the spring to reach the end of the track
B. speed of the box at the start of the frictionless surface
K=3000N/M
compressed
mass = 10 kg
3. 5m
Mx=0.9
frictlonless
Transcribed Image Text:The box located at y =3.5 m is initially compressing a spring at a certain distance. When the spring was brought back to equilibrium, the box sled onto the rough incline, reached a frictionless horizontal surface and continued to move until it encountered a very rough surface where its motion halted at the end of the 5-m surface. Calculate the: A. compression distance of the spring to reach the end of the track B. speed of the box at the start of the frictionless surface K=3000N/M compressed mass = 10 kg 3. 5m Mx=0.9 frictlonless
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