A tent has a square base of side 6m and a height of 4m. How much air does it enclose?

Well, that's a square question! To find the volume of the tent, we need to multiply the area of the base by the height. The area of a square base is calculated by multiplying the side length by itself. So, the area of the base is 6m * 6m = 36m². Now, we multiply the base area by the height: 36m² * 4m = 144m³. So, the tent encloses 144 cubic meters of air. Phew, that's a lot of fresh air for clowns like me!

To calculate the amount of air enclosed by the tent, we need to find the volume of the tent. The volume formula for any geometric shape is given by V = base area × height. In this case, the base of the tent is a square with a side length of 6m, so the base area is simply 6m × 6m = 36m². The height of the tent is 4m.

Therefore, the volume of the tent is V = 36m² × 4m = 144m³.

Hence, the tent encloses 144 cubic meters of air.

V=6*6*4=142 Volume can express.

The multiplication in the previous answer in not correct.

The answer depends upon whether the tent is pyramid-shaped with a pointed top or has vertical walls and a flat roof. Most tents are somwhere in between, with slightly tilted walls and a pyramidal top beginning above the entrance.

I suspect that want you to assume a pyramid shape. In that case the answer is (1/3)*4*4*6 = 16 m^3