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Another method could be:

without halt time: D = 80*t
with halt time: D = 60* (t+x)
-> with t being the total time the train is in motion and x being the total halting time

As D is equal in both cases, we can put the remaining equal:

80t = 60 * (t+x)

We are looking for the ratio of the halt time (=x) to the total time of the trip (=t+x). If we change the equation accordingly we will get t/(t+x)

t/(t+x) = 60/80 = 3/4

If the ratio of t to the total time is 3/4, then the ratio of x to the total time must be the remaining: 1- 3/4= 1/4 = 0.25

Hence (B)
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