The length of train X is 80% more than that of train Y. The speed of train X is 108 km/h 108 \text{ km/h} 108 km/h , and it crosses a bridge in $20$ s...

Question

The length of train X is 80% more than that of train Y. The speed of train X is 108 km/h108 \text{ km/h}, and it crosses a bridge in $20$ seconds. The ratio of the speeds of train X to train Y is 5:35:3. Find the time taken by train Y to cross a distance of $200$ meters (in seconds).

Options

A.

30

B.

54

C.

24

D.

Can’t be determined

E.

80

trainspeedlengthratiotime calculation

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