ticle parallel e is removed. (12 marks) 8N e normal the plane, on. now d ll be 2g N the e as is moving. ate: box at the instant the force is removed (3 marks) b the length of time it takes the box to come to rest from the instant the force is removed. 6 A particle of mass mkg is sliding down a rough slope inclined at an angle of 0 to the horizontal. The coefficient of friction between the particle and the slope is μ. Show that the acceleration of the particle is given by a = g(sin 0 - μcos) A sled of mass 500 kg sits at rest on a rough slope that is inclined at 10° to the horizontal. The coefficient of friction between the slope and the sled is 0.3. The sled is held in place by a wire attached to a winch. The tension in the wire is TN. (3 marks) (4 marks) TN 500 kg 10° The sled is modelled as a particle, and the wire is modelled as a light inextensible string. a Find the maximum possible value of T. (6 marks) the slope. A load of mass mkg is added to the sled, and the tension in the wire is increased to 5000 N in order to pull the sled and load up (3 marks) mkg 5000 N 500 kg 10% Given that the sled and load are pulled a distance of 100 m in 80 seconds, b work out the value of m. ed to of the king Problem solving Set A Bronze A box of mass 3 kg sits at rest on a rough horizontal surface. The coefficient of friction between the surface and the box is 0.15. A horizontal force of 6N is applied to the block. to show all the forces acting on the box. (2 marks)

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Question

A sled of mass 500kg sits at rest on a rough slope that is inclined at 10* to the horizontal. The coefficient of friction between the slope and the sled is 0.3.

The sled is held in place by a wire attached to a winch. The tension in the wire is TN.

a) Find the maximum possible value of T.

A load of mass mkg is added to the sled, and tension in the wire is increased to 5000N in order to pull the sled and load up the slop.

Given that the sled and load are pulled a distance of 100m in 80seconds,

b) Work out the value of m

ticle parallel
e is removed.
(12 marks)
8N
e normal
the plane,
on.
now d
ll be 2g N
the
e as is
moving.
ate:
box at the instant the force is removed
(3 marks)
b the length of time it takes the box to come to rest from the instant the force is removed.
6 A particle of mass mkg is sliding down a rough slope inclined at an angle of 0 to the
horizontal. The coefficient of friction between the particle and the slope is μ.
Show that the acceleration of the particle is given by a = g(sin 0 - μcos)
A sled of mass 500 kg sits at rest on a rough slope that is inclined
at 10° to the horizontal. The coefficient of friction between the
slope and the sled is 0.3.
The sled is held in place by a wire attached to a winch. The
tension in the wire is TN.
(3 marks)
(4 marks)
TN
500 kg
10°
The sled is modelled as a particle, and the wire is modelled as a light inextensible string.
a Find the maximum possible value of T.
(6 marks)
the slope.
A load of mass mkg is added to the sled, and the tension in the
wire is increased to 5000 N in order to pull the sled and load up
(3 marks)
mkg
5000 N
500 kg
10%
Given that the sled and load are pulled a distance of 100 m in 80 seconds,
b work out the value of m.
ed to
of the
king
Problem solving
Set A
Bronze
A box of mass 3 kg sits at rest on a rough horizontal surface. The coefficient of friction
between the surface and the box is 0.15. A horizontal force of 6N is applied to the block.
to show all the forces acting on the box.
(2 marks)
Transcribed Image Text:ticle parallel e is removed. (12 marks) 8N e normal the plane, on. now d ll be 2g N the e as is moving. ate: box at the instant the force is removed (3 marks) b the length of time it takes the box to come to rest from the instant the force is removed. 6 A particle of mass mkg is sliding down a rough slope inclined at an angle of 0 to the horizontal. The coefficient of friction between the particle and the slope is μ. Show that the acceleration of the particle is given by a = g(sin 0 - μcos) A sled of mass 500 kg sits at rest on a rough slope that is inclined at 10° to the horizontal. The coefficient of friction between the slope and the sled is 0.3. The sled is held in place by a wire attached to a winch. The tension in the wire is TN. (3 marks) (4 marks) TN 500 kg 10° The sled is modelled as a particle, and the wire is modelled as a light inextensible string. a Find the maximum possible value of T. (6 marks) the slope. A load of mass mkg is added to the sled, and the tension in the wire is increased to 5000 N in order to pull the sled and load up (3 marks) mkg 5000 N 500 kg 10% Given that the sled and load are pulled a distance of 100 m in 80 seconds, b work out the value of m. ed to of the king Problem solving Set A Bronze A box of mass 3 kg sits at rest on a rough horizontal surface. The coefficient of friction between the surface and the box is 0.15. A horizontal force of 6N is applied to the block. to show all the forces acting on the box. (2 marks)
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