A regular analog clock that doesn’t have AM or PM on it loses 7 minutes per day. It is set to the correct time. How many full days will it before it has the correct time again
720 days
To solve this problem, we need to determine how many days it takes for the clock to lose a total of 12 hours (720 minutes).
Since the clock loses 7 minutes per day, we can divide 720 minutes by 7 minutes per day to find the number of days needed. Performing the division:
720 minutes ÷ 7 minutes per day ≈ 102.86 days
Therefore, it will take approximately 103 full days for the clock to have the correct time again.