how to find the volume of a dodecahedron

how to find the volume of a dodecahedron The Volume of a Dodecahedron 7 66 a 3 cubic units where a is the length of one side Properties of Dodecahedron Let us learn some important properties sides edges shapes

Volume of a regular dodecahedron The volume V of regular dodecahedron is where e is the length of the edge of the regular dodecahedron Example If the total surface area of a regular How to get the volume of a Dodecahedron Your will learn about the formula description of the geometric shape and use the free online volume calculator

how to find the volume of a dodecahedron

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how to find the volume of a dodecahedron
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Let s find the volume of our dodecahedron with an edge measuring six inches First find the square root of 5 which is 2 236 Multiply that by 7 which gives you 15 652 The regular dodecahedron is a Platonic solid Edge length and radius have the same unit e g meter the area has this unit squared e g square meter the volume has this unit to the

Volume of a Dodecahedron The volume of a dodecahedron tells you how much space it occupies To calculate it you ll need to know the length of an edge The formula to find the The volume V of a regular dodecahedron can be calculated using the formula V 15 7 5 4 a 3 Where V is the volume a is the edge length of the dodecahedron This formula

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This function calculates the volume the surface and the diagonal of a dodecahedron A dodecahedron is a three dimensional shape with 12 sides 30 edges and 20 corners To The volume of a regular dodecahedron is given by the formula where the edge length The total surface area is given by the following formula is the surface area of one face

The formula for calculating the volume of a regular dodecahedron is given by Volume Dodecahedron frac 15 7 sqrt 5 4 a 3 where a is the length of the edge The volume of The regular dodecahedron often simply called the dodecahedron is the Platonic solid composed of 20 polyhedron vertices 30 polyhedron edges and 12 pentagonal faces It

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how to find the volume of a dodecahedron - The volume of the dodecahedron can be computed by summing the volume of the 12 constituent pentagonal pyramids 26 Apollonius showed that for an icosahedron and a dodecahedron