Like you would a regular prism.
I assume it is the space (in 3 dimensions) that something occupies
Mostly true - you cannot tessellate only regular pentagons in two dimensions, since you cannot sum up the intersection of the angles to 360 degrees. If you tessellate a regular pentagon in three dimensions, you end up with a dodecahedron.
This question cannot be answered sensibly. A square foot is a measure of area, with dimensions [L2]. A [regular] foot is a measure of distance, with dimensions [L]. Basic dimensional analysis teaches that you cannot convert between measures with different dimensions such as these without additional information.
A pentagon is a plane figure and has only two dimensions. It cannot have three dimensions.
Miley likes regular Snapple.
A bottle of Snapple cost $1.59.
chicken i found the answer on a snapple bottle
Snapple uses that slogan.
Snapple is a proprietary brand. As such, it has no translation, just like Coke or Pepsi. The only thing is that Snapple is not terribly popular outside of the United States, so you may have to describe it as fruit juice (zumo de frutas in Spain, jugo de frutas in Mexico). Example: I would like to order a bottle of Snapple. -- Quisiera mandar una botella de Snapple.
The expiration date on a Snapple bottle is typically located on the neck or shoulder of the bottle. It is usually printed in black ink on a white label. The date is formatted as month/day/year, such as "12/31/2022" for December 31, 2022. It is important to check the expiration date to ensure the product is safe to consume.
Not much is known about the dimensions of a 3 liter soda bottle. However, they are said to be 28 inches tall.
25
Snapple was created in 1972.
Of course, depending on the dimensions of the bottle: a bottle with a volume of 5-100 mL is considered small.
The typical dimensions of a 2-liter PET bottle are around 11-13 inches in height and 9-10 inches in circumference.
What you are looking for are driven dimensions. Derived dimensions must be a typo. Driven dimensions are enclosed in parentheses to distinguish them from regular dimensions in inventor. These dimensions do not contrain a sketch they simply reflect dimensioned geometry which is most likely under some geometric constraint.