Question

Часы со стрелками сейчас показывают верное время. Каждый день они отстают на 15 минут. Через сколько дней они опять будут показывать верное время?СРОЧНО!!!!!!!

Answer 1

60:15=4 дня отстанут на один час
4*12=48 дней

Answer 2

4*24=96
15*96=1440
решение задачи: часы будут показывать правильное время через 1440 днейю

Answer 3

Calculation of Days to Correct Time

To determine how many days it will take for the clock to show the correct time again, we need to consider that the clock is currently running 15 minutes slow each day.

Let's assume that the clock is currently showing the time as "X" hours and "Y" minutes. Since the clock is running 15 minutes slow each day, after one day, it will show the time as "X" hours and "Y-15" minutes.

After two days, it will show the time as "X" hours and "Y-30" minutes.

We can see that the clock is losing 15 minutes each day, so to determine the number of days it will take for the clock to show the correct time again, we need to find how many times 15 minutes can be subtracted from the current time until we reach 0 minutes.

Let's assume that the clock is currently showing the time as "X" hours and "Y" minutes. We can calculate the number of days it will take for the clock to show the correct time again using the following formula:

Number of days = Y / 15

For example, if the clock is currently showing 2:30, it means that "X" is 2 and "Y" is 30. Using the formula, we can calculate:

Number of days = 30 / 15 = 2

Therefore, it will take 2 days for the clock to show the correct time again.

Please note that this calculation assumes that the clock is consistently losing 15 minutes each day and does not account for any other factors that may affect the accuracy of the clock.