Posted by Anonymous on Wednesday, May 5, 2010 at 3:39am.
1a) The equation you will need to solve this problem is F = ma.
The "F" part of the equation is the net force, which is the sum of the force applied by the donkey (F1), the weight component up the hill (F2) and the friction force (F3).
F = F1 - F2 - F3 = m a
= 100 kg*0.2 m/s^2 = 20 N
F2 = m g sin30 = 980 * (0.5) = 490 N
The friction force is
F3 = m g cos 30*Uk = 255 N
where Uk is the kinetic friction coefficient. 0.3 in this case.
Solve for F1.
1b) Think: Newton's Third law.
1c) mg cos 30
1d) M is now the donkey's mass. It applies both a normal force (M g sin 30) and a friction force (M a - F1) to the incline. They don't tell you the value of M
1e) a = [m g sin 30 - m g cos 30 Uk]/m
= g(0.5 - 0.26) = ___
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