Question

Первая бригада на посев кукурузы затратила 16 дней. Вторая бригада работала в 1/2 раза медленнее первой бригады. За сколько дней могут выполнить работу обе бригады, работая в месте. Пожалуйста срочно помогите даю 5 звезд сроочно​

Answer 1

Первая бригада затратила 16 дней.

Вторая бригада затратила $> дней.</p> <p>Скорость первой бригады в день - <img src=$; Скорость второй - $\frac{1}{32}$.

Вся работа - $\frac{32}{32}$ и мы делим ее на $\frac{1}{32} +\frac{2}{32} =\frac{3}{32}$.

$\frac{32}{32} : \frac{3}{32} =\frac{32}{32}*\frac{32}{3}=\frac{32}{3}=10\frac{2}{3}$.

За 10 дней и 16 часов.

Answer 2

Calculation of Days Required by Each Brigade

To solve this problem, we need to determine the number of days required by each brigade individually and then calculate how many days it would take for both brigades to complete the work together.

Let's start by calculating the number of days required by the first brigade. According to the information provided, the first brigade took 16 days to complete the corn planting task.

Now, let's calculate the number of days required by the second brigade. It is mentioned that the second brigade works at half the speed of the first brigade. Therefore, if the first brigade took 16 days, the second brigade would take twice as long, which is 32 days.

Calculation of Combined