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| 1. |
The plane (x)/(1)+(y)/(2)+(z)/(3)=1 intersect x - axis, y - axis at A, B and C respectively. If the distance between the origin and the controid of DeltaABC is k_(1) units and the volume of the tetrahedron OABC is k_(2) cubic units, then the value of (k_(1)^(2))/(k_(2)) is equal to (where O is the origin) |
| Answer» Answer :B | |