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Amar, Akbar and Antony decide to have a 'x' m race. Antony completes the race 14 m ahead of Amar. Akbar finishes 20 m ahead of Antony and 32 m ahead of Amar. What is Amar’s speed?
9/10th of Antony's speed
5/8th of Akbar's speed
14/15th of Antony's speed
10/7th of Akbar's speed
When Antony completes, Amar would have run (x – 14) m; Time taken is the same Ratio of Amar’s speed : Antony’s speed = x - 14 /t1 : x/t1 or x - 14/x ......(i) When Akbar finishes, Amar would have run (x – 32) m; Antony would have run (x – 20) m; Time taken is the same At this point, the ratio of Amar’s speed : Antony’s speed = x - 32 /t2 : x - 20/t2 or x - 32 /x - 20 .......(ii) Alternate & intutive Approach: When Akbar finishes the race, Antony is 20m away from the finish line and Amar is 32m away When Antony finishes the race, Amar is 14m away from the finish line This implies that in the same time Antony and Amar covered 20m and 32-14 = 18m respectively... So the speeds of Antony and Amar will be in the ratio 20 : 18 or 10 : 9 That means, Amar's speed 9/10th of Antony's speed.
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