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ABCD is a tetrahedron where A(2,0,0), B(0,4,0) and CD=√14. The edge CD lies on the line x−11=y−22=z−33. If locus of centroid of tetrahedron is x−321=y−y1a=z−z1b, then |
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Answer» ABCD is a tetrahedron where A(2,0,0), B(0,4,0) and CD=√14. The edge CD lies on the line x−11=y−22=z−33. If locus of centroid of tetrahedron is x−321=y−y1a=z−z1b, then |
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