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In a tetrahedron ABCD, the

In tetrahedron ABCD, AB = AC = AD = 12 and BC = BD = CD = 12. There is a sphere that is tangent to all six edges of the
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In a tetrahedron ABCD, the lengths ofAB, AC, and BD are 6, 10, and 14 respectively. The distance between the midpoints M of AB
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In a tetrahedron ABCD, the lengths ofAB, AC, and BD are 6, 10, and 14 respectively. The distance between the midpoints M of AB
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Jodi has a model of a tetrahedron (shown below) and would like to know how many different nets exist for the tetrahedron. How do
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2. asked by Enis
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The sides of a tetrahedron are 4 equilateral triangles. If the base of each triangle is 8cm and its heights 6.9cm, please help
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2. asked by zeebuddy
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A regular tetrahedron has sides of length s. Show that the surface area, A, of the tetrahedron can be determined using the
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A tetrahedron is a triangular pyramid in which each face is an equilateral triangle. Calculate the volume of a tetrahedron that
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2. asked by Lucas
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A regular tetrahedron is a four sided pyramid with each side being an equilateral triangle. Let x be the length of the
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Consider a regular tetrahedron whose face is an equilateral triangle of side 7.Find the area of the horizontal cross section A
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2. asked by Mwe
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Corey is trying to find the surface area of a tetrahedron They sketch a net of the tetrahedron on their paper. The net shows
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