Questions 21 and 22 are based on the following physical situation A plank of mass 1.5 kg is placed on a horizontal floor that is lubricated with oil. Top of the plank is in level with a platform as shown in the figure. Force of viscous drag on the plank due to layer of lubricating oil, when the plank slides is given by equation † = -kü , where † is in N, ū is velocity of the plank in m/s and k = 2.0 kg/s. A small block of mass 0.5 kg lands from the platform on the plank with a velocity 10 m/s and after sliding some distance on the plank, the block stops on the plank.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Questions 21 and 22 are based on the following physical situation
A plank of mass 1.5 kg is placed on a horizontal floor that is lubricated
with oil. Top of the plank is in level with a platform as shown in the
figure. Force of viscous drag on the plank due to layer of lubricating oil,
Plank
when the plank slides is given by equation / = -kü , where i is in N, i
is velocity of the plank in m/s and k = 2.0 kg/s. A small block of mass 0.5
kg lands from the platform on the plank with a velocity 10 m/s and after
sliding some distance on the plank, the block stops on the plank.
21. How far does the plank slide on the floor?
(b) 1.5 m
(d) 3.0 m
(a) 1.0 m
(c) 2.5 m
22. Which of the following graph best describes relation between magnitude
of frictional force F between the block and the plank with time t?
(a)
(b)
F4
F4
(c)
(d)
Transcribed Image Text:Questions 21 and 22 are based on the following physical situation A plank of mass 1.5 kg is placed on a horizontal floor that is lubricated with oil. Top of the plank is in level with a platform as shown in the figure. Force of viscous drag on the plank due to layer of lubricating oil, Plank when the plank slides is given by equation / = -kü , where i is in N, i is velocity of the plank in m/s and k = 2.0 kg/s. A small block of mass 0.5 kg lands from the platform on the plank with a velocity 10 m/s and after sliding some distance on the plank, the block stops on the plank. 21. How far does the plank slide on the floor? (b) 1.5 m (d) 3.0 m (a) 1.0 m (c) 2.5 m 22. Which of the following graph best describes relation between magnitude of frictional force F between the block and the plank with time t? (a) (b) F4 F4 (c) (d)
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