What is the height of a cuboid whose cross sectional area is 48cm and volume is 216m
To find the height of the cuboid, we first need to convert the volume from meters to centimeters.
1 meter = 100 centimeters.
Therefore, the volume of the cuboid in cm is:
216 m = 216 * 100 * 100 cm = 2160000 cm.
Now, we divide the volume by the cross-sectional area to find the height:
Height = Volume / Cross-sectional area
Height = 2160000 cm / 48 cm^2
Height = 45000 cm.
Therefore, the height of the cuboid is 45000 cm.
To find the height of a cuboid, we need to know the cross-sectional area and volume.
Given:
Cross-sectional area = 48 cm²
Volume = 216 m³
Let's convert the volume to the same unit as the cross-sectional area to simplify the calculation.
1 m ³ = 100 cm x 100 cm x 100 cm = 1,000,000 cm ³
216 m ³ = 216 x 1,000,000 cm ³ = 216,000,000 cm ³
To find the height, we need to divide the volume by the cross-sectional area.
Height = Volume / Cross-sectional area
Height = 216,000,000 cm ³ / 48 cm²
Height = 4,500,000 cm
Therefore, the height of the cuboid is 4,500,000 cm.