Question

Решаем устно секунда от часа

Answer 1

Solving for the Second Hand of a Clock

To solve for the second hand of a clock, we need to determine the number of seconds that have passed since the last minute.

The second hand of a clock completes a full revolution every 60 seconds. Therefore, to find the position of the second hand at any given time, we can divide the number of seconds that have passed by 60 and take the remainder.

For example, if we want to find the position of the second hand 15 seconds after the minute, we divide 15 by 60 and take the remainder, which is 15. Therefore, the second hand would be at the 15-second mark on the clock.

Let's apply this concept to the current time.

Current Time: Sunday, November 19, 2023 04:36:32 UTC

To determine the position of the second hand at this time, we need to calculate the number of seconds that have passed since the last minute.

Since the current time is 32 seconds past the minute, we divide 32 by 60 and take the remainder. The remainder is 32, so the second hand would be at the 32-second mark on the clock.

Therefore, at the current time, the second hand of the clock would be pointing at the 32-second mark.

I hope this helps! Let me know if you have any further questions.