2194.5
You will also need to know a third dimension, like "length".
Volume of textbook in cubic centimetres = 28.5 cm wide x 3.5 cm thick x ? cm long.
The text box is a cuboid, so to calculate its volume multiply its length by its width by its thickness.
The volume of a dime is approximately 0.36 cubic centimeters (cm³). This is based on its dimensions, which are about 1.35 millimeters thick and 17.91 millimeters in diameter. The volume can be calculated using the formula for the volume of a cylinder, considering the dime's shape.
2.032 centimeters.
exactly 2 millimeters roughly 0.079 inch (rounded)
All depends on what math book you have!
The volume of a math textbook would depend on its physical dimensions. It can be calculated by multiplying the length, width, and height of the textbook. A common unit for volume is cubic inches or cubic centimeters.
The text box is a cuboid, so to calculate its volume multiply its length by its width by its thickness.
The volume is 80 centimeters times 25 centimeters times 9.5 centimeters = 19000 cubic centimeters or 19000 milliliters. 1 cm³ = 1 mL.
The volume of a dime is approximately 0.36 cubic centimeters (cm³). This is based on its dimensions, which are about 1.35 millimeters thick and 17.91 millimeters in diameter. The volume can be calculated using the formula for the volume of a cylinder, considering the dime's shape.
250mm x 224mm x 50mm = 2,800,000 cubic mm
To calculate the weight of the steel plate, you need to know the density of steel. The density of steel is around 7.85g/cm³. Convert the dimensions to centimeters (73cm x 29cm x 0.5cm), calculate the volume (V = length x width x height), and then multiply by the density to find the weight (Weight = Volume x Density).
2.5 to 3 centimeters thick.
A typical plastic straw is about 0.5 millimeters thick.
2.032 centimeters.
0.2500 centimeters. You're welcome.
How do you calculate cement mortar in 230mm thick brick
Yes, something thick typically has volume as volume is a measure of the three-dimensional space occupied by an object. Thickness contributes to the overall volume of an object.