10. A particle of mass 0.2 kg moving along the z-axis has position z and speed v at time t. At time t = 0 s, v = (0 ms- and z = 1 m. The particle moves under the action of a force in the direction of increasing z and of magnitude N. (a) Assuming no other forces act on the particle show that: v = /40 In(x) (b) Assuming a constant resistive force of 2 N acts on the particle whenever it is moving show that the maximum speed tmaz the particle can reach is: U'maz = /20(2 In 2 – 2)
10. A particle of mass 0.2 kg moving along the z-axis has position z and speed v at time t. At time t = 0 s, v = (0 ms- and z = 1 m. The particle moves under the action of a force in the direction of increasing z and of magnitude N. (a) Assuming no other forces act on the particle show that: v = /40 In(x) (b) Assuming a constant resistive force of 2 N acts on the particle whenever it is moving show that the maximum speed tmaz the particle can reach is: U'maz = /20(2 In 2 – 2)
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![10. A particle of mass 0.2 kg moving along the r-axis has position r and speed v at time t. At
time t = 0 s, v = 0 m s-1 and r = 1 m. The particle moves under the action of a force in
the direction of increasing a and of magnitude (-) N.
(a) Assuming no other forces act on the particle show that:
v = /40 In(x)
(b) Assuming a constant resistive force of 2 N acts on the particle whenever it is moving
show that the maximum speed vmaz the particle can reach is:
V'maz = /20(2 In 2 – 2)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6e294142-aa4f-403c-88bc-fe07d273ba86%2F809a32e8-07d4-4e17-a9b3-825f70972707%2Fpse95kg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:10. A particle of mass 0.2 kg moving along the r-axis has position r and speed v at time t. At
time t = 0 s, v = 0 m s-1 and r = 1 m. The particle moves under the action of a force in
the direction of increasing a and of magnitude (-) N.
(a) Assuming no other forces act on the particle show that:
v = /40 In(x)
(b) Assuming a constant resistive force of 2 N acts on the particle whenever it is moving
show that the maximum speed vmaz the particle can reach is:
V'maz = /20(2 In 2 – 2)
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