Train A crosses a platform of length $230$ meters in $29$ seconds, and Train B crosses a platform of length $150$ meters in $24$ seconds. Train B, whi...

Question

Train A crosses a platform of length $230$ meters in $29$ seconds, and Train B crosses a platform of length $150$ meters in $24$ seconds. Train B, which is $450$ meters long, overtakes Train A in $160$ seconds while both are moving in the same direction. Given that the speed of Train B is greater than Train A, find the time taken by Train A to cross a bridge of length $50$ meters.

Options

A.

16 seconds16 \text{ seconds}

B.

22 seconds22 \text{ seconds}

C.

20 seconds20 \text{ seconds}

D.

17 seconds17 \text{ seconds}

E.

25 seconds25 \text{ seconds}

trainsspeedtimerelative speedplatform crossing

Solve This Question

Get instant feedback with detailed step-by-step solution

Start Solving →