Question

Сарай, имеющий форму прямоугольного параллелепипеда, заполнен сеном.Длина сарая 10 м,ширина 6м,высота 4 м.Найдите массу сена в сарае,если масса 10м³ сена равна 6 ц.

Answer 1

10*6*4=240м куб
(240/10)*6=144ц

Answer 2

Calculation of the Mass of Hay in the Shed

To calculate the mass of hay in the shed, we need to determine the volume of the shed and then use the given mass of hay per cubic meter to find the total mass.

Given: - Length of the shed = 10 m - Width of the shed = 6 m - Height of the shed = 4 m - Mass of 1 cubic meter of hay = 6 tons (or 6,000 kg)

Calculation:

The volume of the shed can be calculated by multiplying its length, width, and height:

Volume of the shed = Length × Width × Height = 10 m × 6 m × 4 m = 240 cubic meters

Now, we can calculate the mass of hay in the shed by multiplying the volume of the shed by the mass of 1 cubic meter of hay:

Mass of hay in the shed = Volume of the shed × Mass of 1 cubic meter of hay = 240 cubic meters × 6,000 kg = 1,440,000 kg

Therefore, the mass of hay in the shed is 1,440,000 kg.

Please note that the given mass of hay per cubic meter is 6 tons, which is equivalent to 6,000 kg. This information was obtained from