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The first third of a trip took twice as long as the rest of the trip. If the first third took '' hours, then the average speed for the whole trip was:
(a)
(b)
(c)
(d)
(e)Data insufficient

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Important Questions on Time, Speed and Distance
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Two buses, one moving towards north and the other towards east, leave the same place at the same time. The speed of one of them is greater than that of the other by km/hr. At the end of hours, they are at a distance of km from each other. The speed of the bus going slower is :

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The average speed of a train is per cent less on the return journey than on the onward journey. The train halts for half an hour at the destination station before starting on the return journey. If the total time taken for the to and fro journey is hours, covering a distance of , the speed of the train on the return journey is:

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Xavier travels from Kisanpet to Mohanpet by train at . But before reaching Mohanpet, he returns from Anand pet to Kisanpet by car at . If the time for the whole journey is hours, find the distance of Anandpet from Kisanpet.

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To travel , train X takes hours more than train Y. If, however, the speed. of train X is doubled, it takes hours less than train Y. The speed of train Y (in ) is:

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Cyrus and Lloyd start from their house at with speed of and . There is a T junction on their path. Cyrus turns left at the T junction at Lloyd reaches the T junction earlier and turns right. Both of them continue travelling till What is the distance between Cyrus and Lloyd at ?

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Shan starts minutes after Bonny from the same point, for a place at a distance of miles. Bonny on reaching her destination immediately returns and after walking a mile meets Shan. If Shan's speed is a mile in minutes, what is Bonny's speed in miles per minute?

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The distance from to is of which are uphills; downhill and the rest in level ground. The time in which a man would go from to and back again, supposing his speed uphill is , downhill and on the level ground , is:

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A hare pursued by a greyhound is of her own leaps ahead of him. While the hare takes leaps, the greyhound takes leaps. In one leap, the hare goes and the greyhound . In how many leaps will the greyhound overtake the hare?
