Read the following information carefully and answer the questions based on it.P and Q started from point A, at same time and running towards point D. Point A, B, C and D are collinear (same order). Time taken by P to travel distance from B to C is 6 hours more than that of Q, while time taken by P to travel from A to B and from C to D respectively is 8 hours and 14 hours less than that of Q. Distance between A and B is twice as that of distance between C and D, while distance between B and C is thrice of distance between C and D. Average speed of P for overall journey is 90 km/h while of Q is 60 km/h.If speed of P for covering BC is 100% more than that while covering CD, and time taken to travel CD is 4 hours less than that of BC. Find the speed of P while travelling from BC?a)100 km/hb)60 km/hc)120 km/hd)108 km/he)None of theseCorrect answer is option 'C'. Can you explain this answer?

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Read the following information carefully and answer the questions based on it.

P and Q started from point A, at same time and running towards point D. Point A, B, C and D are collinear (same order). Time taken by P to travel distance from B to C is 6 hours more than that of Q, while time taken by P to travel from A to B and from C to D respectively is 8 hours and 14 hours less than that of Q. Distance between A and B is twice as that of distance between C and D, while distance between B and C is thrice of distance between C and D. Average speed of P for overall journey is 90 km/h while of Q is 60 km/h.

If speed of P for covering BC is 100% more than that while covering CD, and time taken to travel CD is 4 hours less than that of BC. Find the speed of P while travelling from BC?

a)
100 km/h
b)
60 km/h
c)
120 km/h
d)
108 km/h
e)
None of these

Correct answer is option 'C'. Can you explain this answer?

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Read the following information carefully and answer the questions bas...

Ratio of speed of P to Q = 90:60 = 3:2

Ratio of time taken = 2:3

Difference between travelling time of P and Q = 8 + 14 – 6 = 16 hours

So, travelling time of P = [2 / (3 – 2)] x 16 = 32 hours

Travelling time of Q = 32/2 x 3 = 48 hours

Distance between A and D = 32 x 90 = 2880 km

Ratio of distance between, AB, BC, and CD respectively = 2:3:1

Distance between AB = 2/6 x 2880 = 960 km

Distance between BC = 3/6 x 2880 = 1440 km

Distance between CD = 1/6 x 2880 = 480 km

Ratio of speed of P while covering BC and CD = 2:1

Ratio of distance between BC and CD = 3:1

Ratio of time taken = 3/2: 1/1 = 3:2

Time taken by P to cover BC = 3/ (3 – 2) x 4 = 12 hours

Required speed = 1440/12 = 120 km/h

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Read the following information carefully and answer the questions based on it.P and Q started from point A, at same time and running towards point D. Point A, B, C and D are collinear (same order). Time taken by P to travel distance from B to C is 6 hours more than that of Q, while time taken by P to travel from A to B and from C to D respectively is 8 hours and 14 hours less than that of Q. Distance between A and B is twice as that of distance between C and D, while distance between B and C is thrice of distance between C and D. Average speed of P for overall journey is 90 km/h while of Q is 60 km/h.If speed of P for covering BC is 100% more than that while covering CD, and time taken to travel CD is 4 hours less than that of BC. Find the speed of P while travelling from BC?a)100 km/hb)60 km/hc)120 km/hd)108 km/he)None of theseCorrect answer is option 'C'. Can you explain this answer?

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