Question

Сколько тонн картофеля можно хранить в овощехранилище, имеющем форму прямоугольного параллелепипеда, если длина-10м, ширина - 3м, высота- 2м? Известно, что 1 м3 картофеля имеет массу 4ц.

Answer 1

найдем объем овощехранилища

10*3*2=60 м³

найдем массу хранимого картофеля

60*4=240 ц = 2,4 т.

Answer 2

10*8*3=240м^3 - объем сарая

240/10*6=144ц = 14т 4 ц- масса сена в сарае

Ответ. 14т 4 ц.

Answer 3

Calculation of Potato Storage Capacity

To calculate the storage capacity of the rectangular parallelepiped vegetable storage facility, we need to multiply the length, width, and height of the storage facility.

Given: - Length = 10m - Width = 3m - Height = 2m

To find the volume of the storage facility, we multiply these dimensions:

Volume = Length x Width x Height

Substituting the given values:

Volume = 10m x 3m x 2m = 60 cubic meters

Now, we know that 1 cubic meter of potatoes has a mass of 4 metric tons (4,000 kilograms or 4,000,000 grams).

Therefore, the total mass of potatoes that can be stored in the given storage facility is:

Total Mass = Volume x Mass per cubic meter

Substituting the values:

Total Mass = 60 cubic meters x 4 metric tons per cubic meter = 240 metric tons

So, the storage facility can hold approximately 240 metric tons of potatoes.

Please note that the calculation assumes that the storage facility is completely filled with potatoes and there is no wasted space.

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