✔ 最佳答案
A force is exert by the worker along 32° below the horizontal, A force of Fcos32∘apply to the crate in horizontal direction, since the crate moves at constant velocity, total force = 0, Fcos32°= frictional force.
Another force Fsin32°acts vertically downward, the normal force is Fsin32°+ mg and frictional force = (Fsin32°+ mg)m
then Fcos32°= (Fsin32°+ mg)m = (Fsin32°+ 29.5x9.8)0.24
Fcos32°= (Fsin32°+ 29.5x9.8)0.24
0.848F = (0.5299F + 289.1)0.24
3.533F = 0.5299F + 289.1
3.0031F = 289.1
F = 96.27 N
frictional force = Fcos32°= 81.64N
displacement = 4.5m
work done = 81.64X4.5 = 367.4 J
Since the crate moves horizontally, no work is done by gravity
What is the total work done on the crate = 367.4 J
2013-09-29 00:07:06 補充:
frictional force = (Fsin32°+ mg)m
The last m should be mu, the coefficient. I don't know why it appears like that.