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If x−2y+k = 0 is a median of the triangle whose vertices are at points A(− 1, 3), B(0, 4) and C(− 5, 2), then the value of k is |
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Answer» The coordinates of the centroid G of △ABC are \((\frac{-1+0-5}3,\frac{3+4+2}3)\) i.e., (-2, 3) Since G lies on the median x - 2y + k + 0. So, coordinates of G satisfy its equation. ∴ -2 - 6 + k = 0 ⇒ k = 8. |
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