What is the sum of the measures of the angles of a tetrahedron? Consider the sum of
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What is the sum of the measures of the angles of a tetrahedron?
Consider the sum of the measures of the face angles of a cube. A cube has six square faces, and since each face has four right angles, the sum of the measures of the angles on each face is 360°; hence, the sum of the measures of the face angles of a cube is 6(360°) 5 2,160°.
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A tetrahedron has four triangular f...View the full answer
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