Question

A block is given an initial push at the bottom of a 22 degree inclined plane. If the coefficient of kinetic friction between the block and plane is 0.32, and the initial speed of the block at the bottom of the incline is 4.00 m/s, how far up the incline does the block travel before coming to rest?

Answer #1

The initial speed of a 2.58-kg box traveling up a plane inclined
37° to the horizontal is 4.55 m/s. The coefficient of kinetic
friction between the box and the plane is 0.30.
(a) How far along the incline does the box travel before coming to
a stop?
---m
(b) What is its speed when it has traveled half the distance found
in Part (a)?
---m/s

A 2 kg block is pushed up a 60 degree inclined with an initial
velocity of 4 m/s on a surface whose coefficient of friction is
0.1. How far does the block travel up the incline when it comes to
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A 1 kg block, starting from rest, slides down a 22 degree
inclined plane that is .55m tall. At the bottom, the 1 kg block
collides with a 3 kg block. The two blocks stick together and slide
.52 m on a friction less horizontal surface for .52 sec. What is
the speed of the 1kg block before it collides with the 3 kg block?
What is the acceleration of the 1kg block as it travels down the
inclined plane?...

A
10 kg block is launched up a plane inclined at a 15° angle. The
initial speed of the block is 5 m/s.
a) Using Newton's laws of motion and the equations of
kinematics, calculate how far up the inclined plane does the block
slide in the absence of friction?
b) Using work and energy, answer the question in part (a) in
the presence of friction, taking the coefficient of kinetic
friction between the block and the surface to be...

A block of mass m = 3.3 kg is on an inclined plane with
a coefficient of friction μ1 = 0.39, at an
initial height h = 0.53 m above the ground. The plane is
inclined at an angle θ = 44°. The block is then compressed
against a spring a distance Δx = 0.13 m from its
equilibrium point (the spring has a spring constant of
k1 = 35 N/m) and released. At the bottom of the
inclined plane...

A block with mass m = 14.6 kg slides down an inclined plane of
slope angle 15.8 ° with a constant velocity. It is then projected
up the same plane with an initial speed 4.35 m/s. How far up the
incline will the block move before coming to rest?

A 150 gram block is pushed up a ramp set at a 20 degree angle
with respect to the horizontal. Its initial speed is 1.24 m/s as a
result of the push, and it travels 14.0 cm up the incline before
coming to rest. How far would it travel down the ramp before coming
to rest if the push was in the opposite direction but the initial
speed was the same?

In the figure, a 5.40 kg block is sent sliding up a plane
inclined at θ = 37.0° while a horizontal force
of magnitude 50.0 N acts on it. The coefficient of
kinetic friction between block and plane is 0.330. What are the
(a) magnitude and (b) direction
(up or down the plane) of the block's acceleration? The block's
initial speed is 4.30 m/s. (c) How far up the
plane does the block go? (d) When it reaches its
highest...

A 44 kg block is moving at 6.5 m/s at the bottom of a rough 22
degree incline. if the coefficient of friction on the incline is
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An 8.70-kg block slides with an initial speed of 1.80 m/s down a
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coefficient of kinetic friction between the block and the ramp is
0.87. Use energy conservation to find the distance the block slides
before coming to rest.

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