Question

Два одинаковых сосуда налили воду в первом сосуде 10% емкости не занята и воды во второй 10 емкости занятые воды оказалось что масса воды в первом сосуде на 16 метров больше чем во второй какова емкость каждого сосуда

Answer 1

В первом 90% занято , а во вором 10%.
90-10=80%
исходя из условия получается что 80%=16литров .
    Значит надо 16:80 . Получаем 0,2. 
Дальше 0,2:100=20л емкость одного сосуда 

Answer 2

Calculating the Capacity of Each Vessel

To calculate the capacity of each vessel, we can use the information provided about the water levels in the two vessels.

Given: - In the first vessel, 10% of the capacity is not occupied by water. - In the second vessel, 10% of the capacity is occupied by water. - The mass of water in the first vessel is 16 meters more than in the second vessel.

Let's denote: - Capacity of the first vessel as x liters - Capacity of the second vessel as y liters

We can set up the following equations based on the given information: 1. 0.10x = 0.90y (10% of the first vessel's capacity is not occupied, while 10% of the second vessel's capacity is occupied) 2. x = y + 16 (The mass of water in the first vessel is 16 meters more than in the second vessel)

Solving the Equations

We can solve these equations to find the values of x and y.

From equation 2, we can express y in terms of x: y = x - 16

Substitute this value of y into equation 1: 0.10x = 0.90(x - 16)

Solving for x: 0.10x = 0.90x - 14.4 0.80x = 14.4 x = 18

Now that we have the value of x, we can find the value of y: y = x - 16 y = 18 - 16 y = 2

Answer

The capacity of the first vessel is 18 liters and the capacity of the second vessel is 2 liters.