Train Z has a length equal to the average length of trains X and Y. Given the following information: The total distance covered by train X while cross...

Question

Train Z has a length equal to the average length of trains X and Y. Given the following information:

  • The total distance covered by train X while crossing a platform is 2700 meters.
  • The length of the platform is 400 meters.
  • The speed of train Y is 108 km/h.
  • The length of train Y is calculated as 24×30400=32024 \times 30 - 400 = 320 meters.
  • The length of train X is 200 meters.

If MM is the time (in seconds) taken by train Z to cross a pole, find the value of MM.

Options

A.

14

B.

32.14

C.

28

D.

20

E.

21

trainsspeeddistancetimeaverage lengthplatform crossing

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