With reference to the diagram above, select the correct expression for the work done by friction (W f) on the sled. DO NOT GUESS, work it out! Hint 1: the force of kinetic friction is f While on the incline, the magnitude of the normal force on the sled is N = m*g* = uk * N in the direction opposite of motion. Hint #2: cos (15°).
With reference to the diagram above, select the correct expression for the work done by friction (W f) on the sled. DO NOT GUESS, work it out! Hint 1: the force of kinetic friction is f While on the incline, the magnitude of the normal force on the sled is N = m*g* = uk * N in the direction opposite of motion. Hint #2: cos (15°).
College Physics
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Author:Raymond A. Serway, Chris Vuille
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
Transcribed Image Text:Question 16
With reference to the diagram above, select the correct expression for the work
done by friction (W f) on the sled. DO NOT GUESS, work it out! Hint 1: the force of
kinetic friction is f
uk * N in the direction opposite of motion. Hint #2:
While on the incline, the magnitude of the normal force on the sled is
N = m* g* cos (15º).
W; = 0
OW;
Hk * m * g * h * cos (180°)
'W;
Hk * m * g * cos (15°) *
h
sin(15°)
cos (180°)
OW; = µk * m * g * h * cos (15°)
OW;
cos (15°) * h * sin (15°) * cos (180°)
m

Transcribed Image Text:The Super Sled travels with an initial kinetic energy of 3369 J horizontally and to the
right along a frictionless flat surface, initially at a height of zero (initial gravitational
potential energy = 0). The driver briefly engages the rocket over a distance (Ax) of
2.000 m, pushing the sled with a force of 400.0 N over that distance. The rocket is
then turned off. The sled then goes up an inclined surface with a rough surface. The
coefficient of kinetic friction on the incline is uk. At the top of the incline, the sled
reaches a height h = 1.500 m above the ground where the surface becomes flat and
frictionless again. The sled (including the rocket and driver) has a total mass of 87.00
kg.
(Notes: assume that g = 9.810 m/s² , and that the mass of fuel used by the rocket is
negligible. Do not use scientific notation).
After &,
rocket
rocket
Before propulsion
propulsion
starts
ends
rough inclined surface
rocket
frictionless
engaged
coefficient of kinetic friction = H
surface
h = 1.500 m
15.000)
frictionless
surface
Ax = 2.000 m
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