Calculations based on volume and area rectangular prism

Rectangular prism

 A prism is two polygons, or multiple-sided closed shapes, joined together to form an enclosed three-dimensional shape. For example, a box is a prism because it consists of two squares or rectangles joined together to make the enclosed three-dimensional figure seen here:

Two-dimensional shapes make the flat top and bottom sides, or faces, of a prism.


So any box, stacks of Post-It Notes, and even legal pads are all prisms because they're three-dimensional objects with congruent polygons as faces.Two-dimensional shapes make the flat top and bottom sides, or faces, of a prism.

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Formulae used

l = length of the rectangular prism

b =width of the rectangular prism

h = height of the rectangular prism

v = volume of the rectangular prism

s = surface area of the rectangular prism

a = area of the base

v = l * b * h

s = 2(lh + lb + bh)

a = l*b

\[diagonal = \sqrt{l^{2}+b^{2}+h^{2}} \]

Calculate rectangular prism's volume, surface area, area of base and diagonal

Formula : v = l ⨯ b ⨯ h

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Check your output in all other similar units

Area of base {{bvalue}}
Volume {{vvalue}}
Surface area {{svalue}}
Diagonal {{dvalue}}

Calculate rectangular prism's height,surface area and diagonal

Formula : h = a / v

Input

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Check your output in all other similar units

Height {{hvalue}}
Surface area {{svalue}}
Diagonal {{dvalue}}
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