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If an X-m long train running at a speed of 63 m/s crosses a railway platform in 28 sec, find the value of X, if the length of the railway platform is
Question

If an X-m long train running at a speed of 63 m/s crosses a railway platform in 28 sec, find the value of X, if the length of the railway platform is 213 m.

A.

1549

B.

1551

C.

1558

D.

1545

Correct option is B

Given:
Speed of the train = 63 m/s
Time taken to cross the platform = 28 sec
Length of the platform = 213 m
Formula Used:
Total Distance = Speed × Time
Total Distance = Length of Train + Length of Platform
Solution:
Let the length of the train be X.
Total distance covered = X + 213
According to the formula:
X + 213 = 63 × 28
X + 213 = 1764
X = 1764 - 213
X = 1551
The length of the train is 1551 m.
Final Answer
So the correct answer is (b)

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