How often does a watch lose 2 minutes?

Both clocks cover 4 minutes in a day. This discussion on A watch loses 2 minutes in every 24 while another watch gains 2 minutes, in 24 hours. At a particular instant, the two watches showed an identical time.

Which is correct if 24-hour clock is?

A watch loses 2 minutes in every 24 while another watch gains 2 minutes, in 24 hours. At a particular instant, the two watches showed an identical time. Which of the following statements is correct if 24-hour clock is The two watches show the identical time again on completion of 30 days.

When do two watches show the same time?

The two watches show the identical time again on completion of 30 days. The two watches show the identical time again on completion of 90 days. The two watches show the identical time again on completion of 120 days. None of the above statements correct. Correct answer is option ‘D’. Can you explain this answer?

When does a watch run out of power?

When you take the watch off your wrist the power reserve will eventually stop and run down before you get it back on your wrist winding. If you only wear it twice a week it makes sense that it it would run out of power after 2-3 days and appear to lose time when you put it back on your wrist.

How many hours does a watch lose in one hour?

Solution: For the watch to show the correct time again, it should lose 12 hours. It loses 5 minutes in 1 hour. ⇒ It loses 1 minute in 12 minutes. ⇒ It will lose 12 hours (or 720 minutes) in 720 × 12 minutes = 8640 minutes = 144 hours = 6 days.

How many seconds did the clock lose in one day?

The clock lost 2 seconds per day. Answer: C. Convert minutes to seconds first. It will make solving this question much simpler. Now you try! Try another, similar Wonderlic question using the strategy we covered above. A clock lost 1 minute and 12 seconds in 9 days.

How often should I stop worrying about time loss on my watch?

If the watch gains or loses less than 8-10 seconds per day, you can stop worrying about it.

What happens if I change the time on my watch?

Solution: For the watch to show the correct time again, it should lose 12 hours. It loses 5 minutes in 1 hour. ⇒ It loses 1 minute in 12 minutes. ⇒ It will lose 12 hours (or 720 minutes) in 720 × 12 minutes = 8640 minutes = 144 hours = 6 days. ⇒Thus, the clock will show the correct time again at 6am on next Sunday.