DSQ: Calculating the length of an edge of a tetrahedron - GMAT Quantitative
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Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Find the length of the edge of a tetrahedron.
Statement 1: The volume is 6.
Statement 2: The surface area is 6.
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Statement 1:) The volume is 6.
Write the formula to find the edge of the tetrahedron given the volume.
Given the volume, it is possible to find the edge of the tetrahedron.
Statement 2:) The surface area is 6.
Write the formula to find the edge of the tetrahedron given the surface.
Substitute the surface area to find the edge.
Therefore:
Compare your answer with the correct one above