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Clock A was correct at midnight. From that moment it began to lose four minutes per hour.
The clock stopped two hours ago showing clock B. What is the correct time now? The clock runs for less than 24 hours.
Ans is 12:51
clock A stops showing 12:00
Means total 12*60=720 min
but in A there is an hour of 56 min
so time will be 720/56=12.85 hr
if we will convert 0.85 hour into minute it wil be 51 minute
so Ans will be 12:51
A clock was correct at midnight.
From that moment it began to lose four minutes per hour.
If the clock stopped two hours ago showing 16:48, what is the correct time?
The clock runs for less than 24 hours.
A clock was correct at midnight. From that moment it began to lose three minutes per hour.
The clock stopped two hours ago showing 16:09.
What is the correct time now? The clock runs for less than 24 hours.
At midnight on Friday, Mia's clock showed the correct time as 0:00 am.
At midnight on Saturday, her clock showed the time as 11:48 pm.
At midnight on Sunday, her clock showed the time as 11:36 pm.
At 6:00 am on Monday, Mia set her clock so that it showed 6:02 am.
What is the time difference, in minutes, between Mia's clock and the correct time of midnight on Thursday the same week?
A clock has 60 lines on it; one at each minute interval. Everyone knows that the hour and minute hands point to the same line at 12:00. Can you figure out what time it is for these situations?
The hour hand is exactly on one line, and the minute hand is exactly on the NEXT line.
The hour hand is exactly on one line, and the minute hand is exactly on the PREVIOUS line.
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