Question

Для наполнения бассейна используются две трубы.Через первую трубу за 1 мин вливается 2.35 ведра воды,а через вторую в 1.6 раза больше.Если обе трубы открыты,то бассейн наполняется за 6 часов 20 мин.Определите вместимость бассейна в литрах,если 1 ведро вмещает 12.3 литров воды.

Answer 1

2,35*1,6+2,35=6,11 ведер за 1 мин всего вливается
6,11*12,3=75,153 литра за минуту

380*75,153=28558,14 литра столько вольется за 380мин( 6ч 20мин)

Answer 2

Calculating the Pool's Capacity

To determine the pool's capacity in liters, we can use the information provided about the filling rates of the two pipes and the time it takes to fill the pool.

Let's start by calculating the filling rates of the two pipes.

- Through the first pipe, 2.35 buckets of water are poured in 1 minute. - Through the second pipe, the amount of water poured is 1.6 times more than the first pipe.

Given that both pipes together fill the pool in 6 hours and 20 minutes, we can calculate the total capacity of the pool in liters.

Calculations

First, let's find the combined filling rate of both pipes in buckets per minute.

- The first pipe fills 2.35 buckets in 1 minute. - The second pipe fills 1.6 times more than the first pipe, so it fills 2.35 * 1.6 = 3.76 buckets in 1 minute.

Now, we can calculate the total filling rate for both pipes together.

- The combined filling rate is 2.35 + 3.76 = 6.11 buckets per minute.

Next, we convert the time it takes to fill the pool into minutes.

- 6 hours and 20 minutes is equal to 6 * 60 + 20 = 380 minutes.

Now, we can calculate the total capacity of the pool in liters.

- The total capacity of the pool is 6.11 buckets/minute * 380 minutes = 2321.8 buckets.

Finally, we convert the total capacity from buckets to liters.

- Given that 1 bucket contains 12.3 liters of water, the total capacity of the pool is 2321.8 buckets * 12.3 liters/bucket = 28560.54 liters.

The capacity of the pool is approximately 28560.54 liters.