Ahmed's father wants

Ahmed's father wants to build a swimming pool with a capacity of 57,2 m3. If the base of the pool is a rectangle, its dimensions are 6,5 m and 4,4 m, what is the height of the pool? The correct answer is 2 metres.

Ahmed's father wants to build a swimming pool that can hold 57.2 cubic meters of water. To do this, he would need to create a prism-shaped basin with the base of a rectangle measuring 6.5m x 4.4m. The height of the post will be determined by the size of the pond, and can be calculated by dividing the volume (57.2 m3) by the area of ​​the base (6.5 m x 4.4 m = 28.4 m2). This gives us a height of 57.2 / 28.4 = 2.02 meters for the pool.

Ahmed's father wants to build a swimming pool with a capacity of 57.2 m3 if the pool base is rectangular with dimensions of 6.5 m. To calculate the height of the pond, we need to use the formula to calculate the volume of the prism. The volume of a prism is equal to the length multiplied by the width multiplied by the height. In this case, the length is 6.5 m, the width is 4.4 m, and the volume is 57.2 m3. Therefore, the height of the pond can be calculated by dividing the volume by the length and width; 57.2 / (6.5 * 4.4) = 2.15 m. So the height of the pond will be 2.15 m.

Ahmed's father wants to build a swimming pool with a capacity of 57.2 m3. To achieve this, he must build a prism with a rectangular base 6.5 meters long and 4.4 meters wide. To calculate the height of the pond, the volume of the prism must be divided by the area of ​​the base, which is 28.2 square metres. Therefore, the height of the pond must be 2 m in order for its capacity to be 57.2 m3.