A prism has identical, parallel polygonal bases (rectangles, squares, or triangles) connected by rectangular or parallelogram faces in 3D.

The volume of a prism is the measure of the space it occupies.

The formula for finding the volume of any prism is \$"V" = "Area of Base" times "Height"\$.

The formula for finding the volume of the rectangular prism is \$"V" = "Length" times "Width" times "Height"\$.

The formula for finding the volume of the square prism is \$"V" = "Side Length" times "Side Length" times "Height"\$.

The formula for finding the volume of the Triangular Prism is \$"V" = 1/2 times "Base" times "Triangular Prism" times "Height"\$

Explanation: This image shows a rectangular prism measuring 5 units long, 3 units wide, and 4 units tall. Using V = lwh, its volume is 60 cubic units.