It is unknown how much roughly squared teak logs can be loaded into a 20 foot container. In order to figure out the volume of the container you need to know the shape of the container and all the dimensions. It is unclear if 20 feet is referring to the diameter, length, or height.
The volume of a cylinder is:(pi) (R squared) (H)pi is roughly 3.1415R = the radius of the base (circular end) of the cylinderH = the height (length) of the cylinder
The volume of a 2x2x2 container is 8.
volume for 20 foot container
The amount held in a container is the volume.
The amount a container can hold is called the volume, measured in litres if you're using the metric system(SI.) The answer is capacity or the volume of the container and it depends on how big the container is!
it depends on what type of container it is. for a cylinder its: radius squared time pi times height. for a rectangular prism its length times height times width.
The volume of a cylinder is:(pi) (R squared) (H)pi is roughly 3.1415R = the radius of the base (circular end) of the cylinderH = the height (length) of the cylinder
You would use the measurement of volume (mm3, cm3) it is pronounced 'cubed', as in 'squared'.
Placing a rock in a container does not alter the volume of the container, although it does occupy some of that volume.
The volume of a 2x2x2 container is 8.
A container holds volume.
The volume is cubed and the surface area is squared.
The volume and shape of a gas are determined by its volume and shape of its container.
if matter expands to fill the volume of its container its a suspension.
volume for 20 foot container
The container that appeared to have the least volume of liquid was Container B.
The easy way: Pour the water into a graduated container, like a graduated cylinder, and read the volume directly. The hard way: Calculate the volume of a regularly shaped container (cylindrical or rectangular). Pour the water into the container. Measure the height of the water in the container. Calculate the volume of the unfilled portion of the container. Subtract this volume from the total volume of the container.