answersLogoWhite

0


Best Answer

length, width, and height

User Avatar

Wiki User

11y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: What three dimensions are needed to find the volume of a rectangualar solid?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Related questions

What three dimensions are needed to find the volume of a rectrangular solid?

Length, width, and height


What 3 dimensions do you need to find a volume of a rectangular solid object?

the three dimensions needed to find the area of a rectangular solid object are: Height, Length and Width.


What are three dimensions are needed to find the volume of a rectangular solid?

length, width, height


What three dimensions are needed to find the volume of rectangular solid?

In order to find the volume of a rectangular solid, you need to know the width, height, and depth.;) i love you baby boo boo


Steps how to determined the volume of regular solid?

1. Measure the dimensions of the solid. 2. Calculate the volume on this geometric base.


How much less is the volume of a right triangular prism when dimensions are multiplied by half?

The volume of any solid are reduced to an eighth when its linear dimensions are multiplied by half.


What 3 dimensions are used to find volume a solid?

width, length, and height


What is the volume of a rectangular solid with the following dimensions length1 yard withth8inches height1foot?

Its volume is 2 cubic feet.


What does finding the volume of a prism mean?

A prism is a solid geometric object. If you know its shape and dimensions you can calculate its volume.


What three dimensions do you need to find the volume of a rectangular solid object?

length, width and height (:


What is the number of cubic units needed to fill a solid figure?

You must provide us with the shape and dimensions of the solid figure.


What is the volume of a 3-D solid with dimensions 4 by 3 by 10?

The volume of the 3-D solid is 120 cubic units, assuming that the 3-D solid is in the form of a cuboid (brick-shaped). The volume of a cuboid is the product of its length, width, and height.