SQU is trying a new particle accelerator design with a mechanical component using a spring that does not obey Hooke's law When stretched/compressed x metres, it exerts a force of 53.6x+40.6x (a) Compute the work required to stretch the spring fromx=0.9 m to x=1.9 m. (b) With one end of the spring fxed, a particle of mass 1.2 kg is attached to the other end of the spring when it is stretched by an amount x 1.9 m. If the particle is then released from rest, what is its speed at the instant the stretch in the spring is x 0.9 m? m/s (c) Is the force exerted by the spring conservative or nonconservative? Explain

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SQU is trying a new particle accelerator design with a mechanical component using a spring that does not obey Hooke's law.
When stretched/compressed x metres, it exerts a force of 53.6x + 40.6x
(a) Compute the work required to stretch the spring from x= 0.9 m to x= 1.9 m.
(b) With one end of the spring fixed, a particle of mass 1.2 kg is attached to the other end of the spring when it is stretched
by an amount x = 1.9 m. If the particle is then released from rest, what is its speed at the instant the stretch in the spring is x
0.9 m?
m/s
(C) Is the force exerted by the spring conservative or nonconservative? Explain.
Transcribed Image Text:SQU is trying a new particle accelerator design with a mechanical component using a spring that does not obey Hooke's law. When stretched/compressed x metres, it exerts a force of 53.6x + 40.6x (a) Compute the work required to stretch the spring from x= 0.9 m to x= 1.9 m. (b) With one end of the spring fixed, a particle of mass 1.2 kg is attached to the other end of the spring when it is stretched by an amount x = 1.9 m. If the particle is then released from rest, what is its speed at the instant the stretch in the spring is x 0.9 m? m/s (C) Is the force exerted by the spring conservative or nonconservative? Explain.
Two wheels of moment of inertia 4.2 kg.m² and 3.6 kg.m² are set in rotation with angular speed 2.1 rad/s and
swered
9.2 rad/s, respectively. When they are coupled face to face (as shown in the following figure) they rotate with a
common angular speed o due to frictional forces, then what is the change in kinetic energy (0) of the wheels
ut of 2.0
uestion
due to frictional forces?
Before coupling
After coupling
Select one:
a. 48.86
O b.97.72
O C-48.86
O d.-97.72
Transcribed Image Text:Two wheels of moment of inertia 4.2 kg.m² and 3.6 kg.m² are set in rotation with angular speed 2.1 rad/s and swered 9.2 rad/s, respectively. When they are coupled face to face (as shown in the following figure) they rotate with a common angular speed o due to frictional forces, then what is the change in kinetic energy (0) of the wheels ut of 2.0 uestion due to frictional forces? Before coupling After coupling Select one: a. 48.86 O b.97.72 O C-48.86 O d.-97.72
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