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Ab17
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Homework Statement
A passenger train is traveling at 27 m/s when the engineer sees a freight train 345 m ahead of his train traveling in the same direction on the same track. The freight train is moving at a speed of 5.9 m/s.
(a) If the reaction time of the engineer is 0.36 s, what is the minimum (constant) rate at which the passenger train must lose speed if a collision is to be avoided? (m/s/s)
(b) If the engineer's reaction time is 0.73 s and the train loses speed at the minimum rate described in Part (a), at what rate is the passenger train approaching the freight train when the two collide? (m/s)
(c) For both reaction times, how far will the passenger train have traveled in the time between the sighting of the freight train and the collision? (km)
Homework Equations
Xf= Xi + vt + 0.5at^2
The Attempt at a Solution
(a) Xf1 = 27(t-0.36) + 0.5a(t-0.36)^2
Xf2 = 345 + 5.9t
Dont know what to do now. I am really confused