A clock that showed the correct time at 12 midnight on January 1st gained four minutes each hour thereafter.

What time was it actually when the clock showed 8:00 AM later that morning?

Solution to the Problem:

Here is the solution:

The time would be 7:30 AM.

Working in minutes, elapsed real time is 60/64 (or 15/16) of the elapsed time on the faulty clock.
In 8 hours on the faulty clock, an actual amount of 15/16 x 8 hours = 7.5 hours elapses.
So, the actual time is 7:30 AM.



Correctly solved by:

1. Kamal Lohia Hisar, Haryana, India
2. Dr. Hari Kishan D.N. College,
Meerut, Uttar Pradesh, India
3. Davit Banana Istanbul, Turkey
4. Colin (Yowie) Bowey Beechworth, Victoria, Australia
5. David Marks San Mateo, California, USA
6. Ivy Joseph Pune, Maharashtra, India