Calculations based on volume and surface area of rectangular pyramid

Rectangular pyramid

A rectangular pyramid has a rectangle for a base with triangles for the other faces. The pyramids in Egypt are rectangular pyramids. A pyramid culminates at a peak sometimes called the apex.

Formulae used

l = length of pyramid
w = width of pyramid
h = height of pyramid
\[Volume\: of\: pyramid = \frac{\left ( l\: x\: w\: x\: h \right )}{3} \]
\[Surface\: area \: \: of\: \: pyramid =\left ( l\: x\: w\right )+\left ( l\: x\: \sqrt{\left ( \frac{w}{2} \right )^{2}+h^{2}} \right )+\left ( w\: x\: \sqrt{\left ( \frac{l}{2} \right )^{2}+h^{2}} \right ) \]

Calculate pyramid's volume and surface area

Formula : v = (l ⨯ w ⨯ h) / 3

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Volume {{vvalue}}
Surface area {{svalue}}

Calculate pyramid's Length and surface area

Formula : l = 3v / wh

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Length {{lvalue}}
Surface area {{svalue}}

Calculate pyramid's height and surface area

Formula : h = 3v / lw

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Height {{hvalue}}
Surface area {{svalue}}

Calculate pyramid's width and surface area

Formula : h = 3v / lh

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Check your output in all other similar units

Width {{wvalue}}
Surface area {{svalue}}
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