
Решить с помощью букв. заранее спасибо.Шесть насосов выкачивают всю воду из бассейна за 10
часов.а)сколько надо таких же насосов, чтобы выкачать воду из этого бассейна за 5 ч?за 15 ч ?б)За какое время выкачают всю воду из этого бассейна 3 такихже насоса? 9 таких же насосов?

Ответы на вопрос

Problem Analysis
We are given that six pumps can drain the entire pool in 10 hours. We need to determine the following:a) How many pumps are needed to drain the pool in 5 hours and in 15 hours? b) How long will it take for 3 pumps and 9 pumps to drain the entire pool?
Solution
a) To determine how many pumps are needed to drain the pool in 5 hours, we can set up a proportion. Let's assume that x represents the number of pumps needed.The proportion can be set up as follows:
6 pumps / 10 hours = x pumps / 5 hours
To solve for x, we can cross-multiply and then divide:
6 * 5 = 10 * x
30 = 10x
Dividing both sides by 10, we find:
x = 3
Therefore, we would need 3 pumps to drain the pool in 5 hours.
To determine how many pumps are needed to drain the pool in 15 hours, we can set up another proportion:
6 pumps / 10 hours = x pumps / 15 hours
Using the same method as before, we find:
x = 9
Therefore, we would need 9 pumps to drain the pool in 15 hours.
b) To determine how long it would take for 3 pumps to drain the pool, we can set up another proportion:
6 pumps / 10 hours = 3 pumps / x hours
Solving for x, we find:
x = 20
Therefore, it would take 3 pumps 20 hours to drain the pool.
To determine how long it would take for 9 pumps to drain the pool, we can set up another proportion:
6 pumps / 10 hours = 9 pumps / x hours
Solving for x, we find:
x = 6.67
Therefore, it would take 9 pumps approximately 6.67 hours to drain the pool.
Summary
To summarize: a) To drain the pool in 5 hours, we would need 3 pumps. To drain the pool in 15 hours, we would need 9 pumps. b) It would take 3 pumps approximately 20 hours to drain the pool. It would take 9 pumps approximately 6.67 hours to drain the pool.Please let me know if there is anything else I can help you with!


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