The distance between two stations is 340 km. Two trains start simultaneously from these stations on parallel tracks and cross each other. The speed of one of the them is greater than that of the other by 5 km/hr. If the distance between two trains after 2 hours of their start is 30 km. find the speed of each train.

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Solution

Let the speed of one train be x km/h. Then the speed of the other train will be x + 5 km/h.

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The distance between two stations is $340 k m$ . Two trains start simultaneously from these stations on parallel tracks to cross each other. The speed of one of them is greater than the other by $5 k m / h r$ . If the distance between the two trains after $2$ hours of their start is $30 k m$ , find the speed of each train.

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Q. The distance between two stations is 340 km. Two trains start simultaneously from these stations on parallel tracks to cross each other. The speed of one of them is greater than that of the other by 5 km/hr. If the distance between the two trains after 2 hours of their start is 30 km, find the sum of speed of both train.

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