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Imagine that your watch was correct at noon, but then it began to lose 30 minutes each hour. It now shows 4 pm but it stopped 5 hours ago. What is the correct time now?
  • a)
    9 : 30 pm
  • b)
    11 pm
  • c)
    1 am
  • d)
    1 : 30 am
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
Imagine that your watch was correct at noon, but then it began to lose...
The watch loses 1/2 hour each hour. So, it must have taken 8 hours to show 4pm from 12 noon.
Thus, it stopped at 8 pm.
So, the correct time is 5 hours ahead of 8pm,i,e,1am.
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Most Upvoted Answer
Imagine that your watch was correct at noon, but then it began to lose...

Explanation:

- Initial Time: The watch was correct at noon, which is 12:00 pm.
- Current Time on the Watch: The watch now shows 4:00 pm, but it stopped 5 hours ago, which means the watch has lost 30 minutes every hour for the past 5 hours. So the actual time elapsed is 5 hours * 30 minutes = 150 minutes or 2 hours and 30 minutes.
- Adjusted Time: Subtracting 2 hours and 30 minutes from the current time on the watch (4:00 pm) gives us the correct time.
- Calculation: 4:00 pm - 2 hours 30 minutes = 1:30 am.
- Correct Time: Therefore, the correct time now is 1:30 am.

Therefore, the correct time now is 1:30 am.
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