Ap=< d) Find the magnitude of the normal force exerted by the floor on the block. e) Find the magnitude of the friction force. f) friction force? ) What is the direction of the The friction force is directed along: g) ( Find FNet. FNet = < h) How long will it takes to the block to come to a stop? At = 2.721

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I need part f and g please do it correctly
Ap=<
d)
normal force exerted by the floor on the
Find the magnitude of the
block.
|FN|=|
e)
Find the magnitude of the
friction force.
f)
) What is the direction of the
friction force?
The friction force is directed along:
g) (
Find FNet ·
FNet
h)
block to come to a stop?
How long will it takes to the
At = 2.721
II
Transcribed Image Text:Ap=< d) normal force exerted by the floor on the Find the magnitude of the block. |FN|=| e) Find the magnitude of the friction force. f) ) What is the direction of the friction force? The friction force is directed along: g) ( Find FNet · FNet h) block to come to a stop? How long will it takes to the At = 2.721 II
A block of mass m=5
Kg with initial velocity <16, 0, 0 > m/s is
sliding on a horizontal floor, where the
coefficient of kinetic friction is equal to
Problem 1
0.6. At the end, the block comes to a stop.
(Take g=9.8 m/s?).
a)
Calculate the initial
momentum of the block?
Pi =<
b) (4 points) Calculate the final momentum
of the block?
c,
What is the change in the
momentum of the block?
Ap=<
d)
Find the magnitude of the
normal force exerted by the floor on the
block.
|FNl= 49
e) (
) Find the magnitude of the
friction force.
|Ff\=| 29.4
en of the
II
Transcribed Image Text:A block of mass m=5 Kg with initial velocity <16, 0, 0 > m/s is sliding on a horizontal floor, where the coefficient of kinetic friction is equal to Problem 1 0.6. At the end, the block comes to a stop. (Take g=9.8 m/s?). a) Calculate the initial momentum of the block? Pi =< b) (4 points) Calculate the final momentum of the block? c, What is the change in the momentum of the block? Ap=< d) Find the magnitude of the normal force exerted by the floor on the block. |FNl= 49 e) ( ) Find the magnitude of the friction force. |Ff\=| 29.4 en of the II
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