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A, B and C take 80 seconds, 1.60 minutes and 144 seconds to cover a distance of 119 meters. What is the ratio of the speeds of A, B and C?
  • a)
    8 : 7 : 5
  • b)
    9 : 5 : 4
  • c)
    18 : 15 : 10
  • d)
    5 : 3 : 1
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
A, B and C take 80 seconds, 1.60 minutes and 144 seconds to cover a di...
Understanding the given information:
- A takes 80 seconds to cover 119 meters
- B takes 1.60 minutes (or 96 seconds) to cover 119 meters
- C takes 144 seconds to cover 119 meters

Calculating the speed of each person:
- Speed of A = Distance/Time = 119/80 = 1.4875 m/s
- Speed of B = Distance/Time = 119/96 = 1.2396 m/s
- Speed of C = Distance/Time = 119/144 = 0.8264 m/s

Calculating the ratio of speeds:
- Ratio of speeds = Speed of A : Speed of B : Speed of C
- = 1.4875 : 1.2396 : 0.8264
- To simplify the ratio, we can multiply each speed by 10000 to get rid of decimal points
- = 14875 : 12396 : 8264
- = 18 : 15 : 10
Therefore, the ratio of the speeds of A, B, and C is 18 : 15 : 10. This matches with option 'C'.
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Community Answer
A, B and C take 80 seconds, 1.60 minutes and 144 seconds to cover a di...

Speed → A : B : C

Speed → A : B : C = 18 : 15 : 10
Hence, Option C is correct.​​​​
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A, B and C take 80 seconds, 1.60 minutes and 144 seconds to cover a distance of 119 meters. What is the ratio of the speeds of A, B and C?a)8 : 7 : 5b)9 : 5 : 4c)18 : 15 : 10d)5 : 3 : 1Correct answer is option 'C'. Can you explain this answer?
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