A watch which gains uniformly was observed to be 1 minute slow at 8 : 00 a.m. On a day at 6 : 00 p.m. on the same day it was 1 minute fast. At what time did the which show the correct time ?
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Given:
- Watch was 1 minute slow at 8.00 am on a day
- Watch was 1 minute fast at 6.00 pm on same day.
To find:
- Time at which watch showed correct time
Solution:
- Total time gained by clock = 1 minute + 1 minute = 2 minutes.
- Total time required to gain 2 minutes = 10 hours.
- Hence watch gains 2 minutes in (10*60) minutes = 600 minutes.
- Avg gain per minute = 2/600 = 1/300
- For watch to show correct time, it has to gain 1 minute after 8 am.
- Let time required to gain 1 minute be x.
- ∴ x * (1/300) = 1.
- ∴ x = 300 minutes.
- Hence, watch shows correct time after 300 minutes i.e 5 hours after 8 a.m
Answer:
Watch shows correct time at 1 p.m.
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