1. A 4.6 kg block is at rest against a horizontal spring that is compressed by 0.40 m. The spring has a spring constant of k, = 2750 After leaving the spring, it travels up a 28° incline to a height of 2.8 m. %3D 7m At the top of the hill is a second spring with a spring constant of k, 350 The horizontal portions 772 are frictionless, but the hill has a coefficient of kinetic friction equal to l = 0.16. Hk = 0.16 k2 = 350 Xi = 0.40 m h = 2.8 m 28° k = 2750- m How fast is the block moving just before it reaches the second spring at the top of the hill? ( How much is the second spring compressed by when the block comes to a stop against it?

University Physics Volume 1
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Chapter8: Potential Energy And Conservation Of Energy
Section: Chapter Questions
Problem 79AP: Consider a block of mass 0.200 kg attached to a spring of spring constant 100 N/m. The block is...
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1. A 4.6 kg block is at rest against a horizontal spring that is compressed by 0.40 m. The spring has a
spring constant of k, = 2750
After leaving the spring, it travels up a 28° incline to a height of 2.8 m.
%3D
7m
At the top of the hill is a second spring with a spring constant of k,
350
The horizontal portions
772
are frictionless, but the hill has a coefficient of kinetic friction equal to l = 0.16.
Hk = 0.16
k2 = 350
Xi = 0.40 m
h = 2.8 m
28°
k = 2750-
m
How fast is the block moving just before it reaches the second spring at the top of the hill? (
How much is the second spring compressed by when the block comes to a stop against it?
Transcribed Image Text:1. A 4.6 kg block is at rest against a horizontal spring that is compressed by 0.40 m. The spring has a spring constant of k, = 2750 After leaving the spring, it travels up a 28° incline to a height of 2.8 m. %3D 7m At the top of the hill is a second spring with a spring constant of k, 350 The horizontal portions 772 are frictionless, but the hill has a coefficient of kinetic friction equal to l = 0.16. Hk = 0.16 k2 = 350 Xi = 0.40 m h = 2.8 m 28° k = 2750- m How fast is the block moving just before it reaches the second spring at the top of the hill? ( How much is the second spring compressed by when the block comes to a stop against it?
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