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Find the volume of a regular tetrahedron with edge length of 6√2 cm.1). 36 cm32). 72 cm33). 108 cm34). 144 cm3 |
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Answer» A regular TETRAHEDRON is a triangular PYRAMID in which all the four FACES are equilateral triangles Given, edge length = a = 6√2 cm ? Volume of regular tetrahedron = (edge)3$/6√2 ∴ Volume of regular tetrahedron = (6√2)3$/6√2 = 72 cm3 |
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