Learning Resources LER 7630 manual Power Solids Volume Table

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Power SolidsVolume Table

 

Large Square Prism

 

V = A x H

V = (s x s) x H

V = (4.6)(4.6)(4.6)

V = 97.3 cm3

 

 

 

 

 

Small Rectangular Prism

 

V = A x H

V = (1 x w) x H

V = (2 x 2) x 4.6

V = 18.4 cm3

 

 

Large Rectangular Prism

 

V = A x H

V = (1 x w) x H

V = (2 x 4.6) x 4.6

V = 42.3 cm3

 

 

Hexagonal Prism

 

V = A x H

V = (w x 3/2 x s) x H

V = (4 x 3/2 x 2.3) x 4.6

V = 63.5 cm3

 

 

Large Triangular Prism

 

V = A x H

V = (1/2 x b x h) x H

V = 1/2 x (4.2 x 3.6) x 4.6

V = 34.8 cm3

 

 

Small Triangular Prism

 

V = A x H

V = (1/2 x b x h) x H

V = 1/2 x (1.5 x 1.3) x 4.6

V = 4.5 cm3

 

 

Square Pyramid

 

V = 1/3

A x H

V = 1/3

(1 x w) x H

V = 1/3

(4.6 x 4.6) x 4.6

V = 32.5 cm3

 

 

Triangular Pyramid

 

V = 1/3

A x H

V = 1/3

(1/2 x b x h) x H V = 1/3

(1/2 x 4.3 x 3.8) x 4.6

V = 12.5 cm3

 

 

Sphere

 

V = 4/3

π x r3

V = 4/3

π x r3

V = 4/3

π x 2.33

V = 50.9 cm3

 

 

Cone

 

V = 1/3

A x H

V = 1/3x r2) x H

V = 1/3 x π x (2.3)2 x 4.6

V = 25.5cm3

 

 

Cylinder

 

V = A x H

V = (π x r2) x H

V = π x (2.3)2 x 4.6

V = 76.4 cm3

 

 

Hemisphere

 

V = 1/2 x (4/3 π x r3)

V = 1/2 x (4/3 π x r3)

V = 1/2 x (4/3 π x 2.33)

V = 25.5 cm3

 

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Contents Activity Guide Power Solids Volume Table Getting Started With Power Solids IntroductionPower Solids Introducing Volume Rectangular Prism a H Volume FormulasPrism Square Prism a HPyramid Hexagonal Prism a HCylinder a H Square PyramidSphere Cone = 1/3 VolumeconeTriangular Pyramid = 1/3