Question

Длина контейнера 4 м, ширина 2 м, высота 3 м. Вычисли объём контейнера, площадь пола, сумму площадей боковых стенок

Answer 1

Объем= 4*3*2=24 м куб
Площадь пола= 4*2=8 м кв
Сумма площадей боковых стенок= 2(4*3)+2(2*3)= 2*12+2*6= 36 м кв

Answer 2

V=a*b*c=24 м^3, площидь дна будет длина*ширина=8 м^2; 2 боковые стенки будут 4*2, две 3*2, сумма будет 6+8=14 м^2.

Answer 3

Calculation of Container Volume, Floor Area, and Sum of Side Wall Areas

To calculate the volume of the container, we multiply its length, width, and height together. Given that the length is 4 meters, the width is 2 meters, and the height is 3 meters, we can calculate the volume as follows:

Volume of the container = Length × Width × Height = 4 m × 2 m × 3 m = 24 cubic meters.

To calculate the floor area of the container, we multiply the length and width together. Therefore, the floor area is:

Floor area of the container = Length × Width = 4 m × 2 m = 8 square meters.

To calculate the sum of the areas of the side walls, we need to find the area of each side wall and then add them together. The container has four side walls, and each side wall has the same dimensions as the floor area. Therefore, the area of each side wall is:

Area of each side wall = Length × Height = 4 m × 3 m = 12 square meters.

Since there are four side walls, the sum of the areas of the side walls is:

Sum of side wall areas = Area of each side wall × Number of side walls = 12 square meters × 4 = 48 square meters.

Therefore, the volume of the container is 24 cubic meters, the floor area is 8 square meters, and the sum of the areas of the side walls is 48 square meters.