Ruler
The same way you measure the volume of any other box, or any other rectangular prism: -- Measure the length. -- Measure the width. -- Measure teh height. -- Multiply (length) x (width) x (height). The product is the volume of the box.
There is not an instrument designed to measure the volume of a rectangular box. You would use a ruler or tape measure or similar to measure its linear dimensions and a brain to multiply them together.
A ruler or tape measure would be the best tool. You cannot measure the volume directly. First, measure the length, width and height with the ruler and use the formula of volume of cubiod (L x W x H)
With a handy tool called tape measure :)
-- Measure the length of the box. -- Measure the width of the box. -- Measure the height of the box. -- Multiply (length) times (width) times (height). The product is the volume of the box.
To measure a 3D box-shaped solid, you will need to measure the length, width, and height of the box. Use a ruler or measuring tape to measure each side, and then multiply the length, width, and height together to find the volume of the box. Finally, you can measure the surface area by calculating the sum of the areas of all six sides of the box.
by length x with x height
length times width times height
You measure it. Length X Width X Height = Volume
To find the volume of a shoebox, you would typically use a ruler or measuring tape to measure the dimensions of the box: its length, width, and height. Once you have these measurements, you can calculate the volume by multiplying them together using the formula: volume = length × width × height. If the shoebox is irregularly shaped, you might consider using a graduated cylinder to measure the displacement of water as an alternative method.
if the shape is recognizable like a cube or box measure the length, width and the height then multiply them if you want to measure the volume of an unrecognizable shape like a toy you can fill a beaker with water make sure you know how many milliliter's are in it then put the object in the water then subtract the number without the object from the number with the object
Yes. It has a length, width and height that are constant.