A watch loses 30 second hour. If the watch was set right on Sunday at 11:30 p.m. What day and time did it show after 10 hours?

To determine the day and time shown on the watch after 10 hours, we first need to calculate the rate at which the watch loses time.

Given that the watch loses 30 seconds per hour, we can divide 30 by 60 (since there are 60 minutes in an hour) to find the number of seconds the watch loses per minute.

30 seconds per hour / 60 minutes per hour = 0.5 seconds per minute.

Now, we can calculate the total number of seconds the watch loses in a given time frame. After 10 hours, the watch will have lost:

10 hours * 60 minutes per hour * 0.5 seconds per minute = 300 seconds.

Next, we need to calculate the new time on the watch after accounting for the time loss.

Starting with Sunday at 11:30 p.m., we can add 10 hours and subtract the 300 seconds that the watch loses.

11:30 p.m. + 10 hours = 21:30 (9:30 p.m. the next day).

However, we also need to subtract the 300 seconds (5 minutes) that the watch loses.

21:30 - 5 minutes = 21:25 (9:25 p.m.).

Therefore, the watch would show 9:25 p.m. on Monday after 10 hours.

If it loses 30 seconds each hour, how much does it lose after 10 hours?

(30 * 10 = ?)

So what time will it show?