A clock was correct at midnight then it began to lose 3.5 minutes per hour - it ran for less than 24 hours. It stopped 2 hours ago showing 16.57 - what time is it now?
The clock had stopped after it had run for 16 hours and 57 minutes as recorded on the faulty clock. That translates to (16 x 60) +57= 1017 minutes according to the faulty clock.
The faulty clock recorded 56.5 minutes for every 60 minutes in normal time. So the 1017 minutes on this clock is actually 1017 x 60/56.5=1080 minutes on a normal clock.
1080 minutes =...
*It stopped 2 hours ago showing 16.57 - what time is it now?
It puzzles me as to why that bit has been added. Doesit mean 2 hours ago according to a clock that shows the correct time or 2 hours according to a faulty clock?
The clock had stopped after it had run for 16 hours and 57 minutes as recorded on the faulty clock. That translates to (16 x 60) +57= 1017 minutes according to the faulty clock.
The faulty clock recorded 56.5 minutes for every 60 minutes in normal time. So the 1017 minutes on this clock is actually 1017 x 60/56.5=1080 minutes on a normal clock.
1080 minutes = 18 hours. So the clock stopped at 6pm in real time. That was 2 hours ago so it's now 8pm
Goodness me - what a way to start the week- I thought it might be simple, the clock having stopped two hours ago at 16.57, losing 3.5 minutes per hour would make it now 16.50-does anyone agree? ANSWERS ON A POSTCARD PLEASE!