
Concept explainers
The time taken by the car to pass the train and the distance travelled by the car in this time if the car and train are travelling in same direction. Also the time taken by the car to pass the train and the distance travelled by the car if the car and train are travelling in opposite directions.

Answer to Problem 73GP
The time taken by the car to pass the train if the car and train are travelling in same direction is t=198 s .
The distance traveled by the car in this time if the car and train are travelling in same direction is L=5.23 km .
The time taken by the car to pass the train if the car and train are travelling in opposite directions is t=23.4 s .
The distance traveled by the car in this time if the car and train are travelling in opposite directions is L=0.62 km .
Explanation of Solution
Given:
The speed of the car is vcar=95 km/h .
The length of the train is d=1.10 km .
The speed of the train is vtrain=75 km/h .
Formula used:
The expression for relative speed is,
v=vcar−vtrain
Here, vcar is the speed of the car and vtrain is the speed of the train.
The expression for the time is,
t=dv
Here, d is the distance travelled and v is the relative speed.
The expression for the distance travelled is,
L=vcart
Here, vcar is the speed of the car and t is the time.
Calculation:
Consider the car and train is travelling in same direction.
The relative speed is,
v=vcar−vtrain=(95 km/h)−(75 km/h)=20 km/h
The time taken by the car to pass the train is,
t=dvt=1.10 km20 km/ht=0.055 h×60 min1 hr×60 s1 mint=198 s
The distance travelled by the car, if both are travelling in same direction, is
L=vcartL=(95 km/h)×(0.055 h)L=5.23 km
The relative speed , when both vehicles are travelling in opposite directions, is
v=vcar−vtrain=(95 km/h)−(−75 km/h)=170 km/h
The time taken by the car to pass the train, if both are travelling in opposite direction, is
t=dvt=1.10 km170 km/ht=0.0065 h×60 min1 hr×60 s1 mint=23.4 s
The distance travelled by the car if the car and train is travelling in opposite direction is,
L=vcartL=(95 km/h)×(0.0065 h)L=0.62 km
Conclusion:
Thus, the time taken by the car to pass the train if the car and train are travelling in same direction is t=198 s .
Thus, the distance travelled by the car in this time if the car and train are travelling in same direction is L=5.23 km .
Thus, the time taken by the car to pass the train if the car and train are travelling in opposite directions is t=23.4 s .
Thus, the distance traveled by the car in this time if the car and train are travelling in opposite directions is L=0.62 km .
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