Question

Аквариум длина которого составляет 1 м, ширина 60 см и высота 5 дм, наполняется двумя кранами за 5 ч, а если открыть только превый кран за 6ч. Через сколько времени будет наполнен аквариум, если открыть только второй кран

Answer 1

1) 100*60*50=300 000 см3 или 300 дм3 наполняется двумя кранами за 5 ч
2) 300 :5 = 60 (дм3/час) совместная скорость наполнения
3) 300:6 = 50 (дм3/час) скорость наполнения первым краном
4) 60-50=10 (дм3/час) скорость наполнения вторым краном
5) 300:10=30 (ч) будет наполнен аквариум, если открыть только второй кран

Answer 2

Calculation of the Time to Fill the Aquarium

To calculate the time it takes to fill the aquarium, we need to consider the flow rates of the two taps and the volume of the aquarium.

Given: - Length of the aquarium: 1 meter - Width of the aquarium: 60 centimeters - Height of the aquarium: 5 decimeters - Two taps: Tap 1 and Tap 2

We are given two scenarios: 1. Both taps are open for 5 hours. 2. Only Tap 1 is open for 6 hours.

To find the time it takes to fill the aquarium when only Tap 2 is open, we need to calculate the flow rate of Tap 2 and then use it to determine the time required to fill the aquarium.

Calculation of Flow Rates

To calculate the flow rates, we need to know the volume of water flowing through the taps per unit time. Unfortunately, the search results do not provide specific information about the flow rates of the taps. Therefore, we cannot provide an accurate calculation based on the given information.

However, we can provide a general approach to solving this type of problem. To calculate the flow rate, we need to know the volume of water flowing through the tap per unit time. This information is typically provided in liters per hour or cubic meters per hour.

Once we have the flow rate, we can calculate the time it takes to fill the aquarium by dividing the volume of the aquarium by the flow rate.

Conclusion

In conclusion, we cannot accurately calculate the time it takes to fill the aquarium based on the given information. We would need to know the flow rates of the taps to provide an accurate calculation.