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A and B are standing 540 km apart. They started moving towards each other simultaneously from their positions at speeds of 0.91 km/hr and 0.65 m/s, respectively. At what distance from A’s initial position do they meet?
  • a)
    144.40 km
  • b)
    148 km
  • c)
    151.20 km
  • d)
    156 km
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
A and B are standing 540 km apart. They started moving towards each ot...
Given Information:
- Distance between A and B = 540 km
- Speed of A = 0.91 km/hr
- Speed of B = 0.65 m/s

Approach:
- Convert the speed of B from m/s to km/hr for easier comparison.
- Use the formula: Distance = Speed x Time to find the distance where they meet.
- Time taken by both A and B to meet at the same point will be the same.

Calculations:
- Speed of B in km/hr = 0.65 m/s x 3600 s/hr / 1000 m/km = 2.34 km/hr
- Total speed = Speed of A + Speed of B = 0.91 km/hr + 2.34 km/hr = 3.25 km/hr
- Time taken to meet = Distance / Total speed = 540 km / 3.25 km/hr ≈ 166.15 hours
- Distance from A's initial position = Speed of A x Time = 0.91 km/hr x 166.15 hrs ≈ 151.20 km
Therefore, they meet at a distance of approximately 151.20 km from A's initial position, which is option C.
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Community Answer
A and B are standing 540 km apart. They started moving towards each ot...

Distance covered in the same time → A : B = 7 : 18

Hence, Option C is correct.
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A and B are standing 540 km apart. They started moving towards each other simultaneously from their positions at speeds of 0.91 km/hr and 0.65 m/s, respectively. At what distance from A’s initial position do they meet?a)144.40 kmb)148 kmc)151.20 kmd)156 kmCorrect answer is option 'C'. Can you explain this answer?
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