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If the length of each side of a regular tetrahedron is 24 cm, then the volume of the tetrahedron is1). 1452√2 cu. Cm2). 1152√2 cu. Cm3). 1158√2 cu. cm4). 1512√2 cu. cm |
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Answer» Volume of a tetrahedron = $(V = \;\FRAC{{{a^3}}}{{6\sqrt 2 }})$ Where, a = length of each side V = (24 × 24 × 24)/6√2 V = 2 × 576 √2 = 1152√2 cu. cm. |
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