Three people A, B, and C start their journey from point X to point Y at 9:30 am, 11:30 am, and 2:00 pm respectively. The speed of B is 625 \sqrt{625} ...

Question

Three people A, B, and C start their journey from point X to point Y at 9:30 am, 11:30 am, and 2:00 pm respectively. The speed of B is 625\sqrt{625} m/sec, and B reaches the destination at 7:30 pm on the same day. The speed of A is 25% less than the speed of B. Given that B is the fastest and C is not the slowest, answer the following:

Which of the following statements are correct?

(A) A takes 2 hours 40 minutes more than B to reach the destination.

(B) A reaches the destination at 8:10 pm.

(C) The total time taken by A and B to reach the destination is 19 hours 40 minutes.

Options

A.

(a) Both (A) & (B)

B.

(b) Only (B)

C.

(c) Both (B) & (C)

D.

(d) Only (C)

E.

(e) Both (A) & (C)

speedtimedistancepercentageratio

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