Part a)
We have following information
uA = 0m/s (at t =0, it is at rest)
uB = 0m/s (at t =0, it is at rest)
aA = 5m/s2
aB = -9 m/s2
Both cars are travelling in opposite direction ( aB is negative and aA is positive) and we will denote the time when they will meet as "t"
Distance covered by each car will be given as:
sA = uA t + (1/2) aA t2 = 0 * t + (1/2) * 5 t2 = 2.5t2
sB = uB t + (1/2) aB t2 = 0 * t - (1/2) * 9 t2 = -4.5t2
As both cars are travelling in opposite direction and separated by d = 2300m; when they will meet will have
sA - sB = d
2.5t2 - (-4.5t2) = 2300
7 t2 = 2300
t = SQRT (2300 / 7) = 18.13 second
Part b)
Displacement of car A
sA = 2.5t2 = 2.5 * 18.132 = 821.4 m
Part c)
Displacement of car B
sB = -4.5t2 = -4.5 * 18.132 = -1478.6 m
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