How to Find the value of k If x-2y+k=0 is a median of the triangle whose vertices are

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If x-2y+k=0 is a median of a triangle whose vertices are A(-1,3) B(0,4) and C(-5,2) Find the value k If x-2y+k=0 is a median of a triangle whose vertices are A(-1,3) B(0,4) and C(-5,2) Find the value k
If x-2y+k = 0 is a median of the triangle whose vertices are at point A(-1,3), B(0,4) and C(-5,2) fi If x-2y+k = 0 is a median of the triangle whose vertices are at point A(-1,3), B(0,4) and C(-5,2) fi
If x-2 y+k=0 is a median of the triangle whose vertices are at points A (-1,3), B(0,4) and C(-5,2... If x-2 y+k=0 is a median of the triangle whose vertices are at points A (-1,3), B(0,4) and C(-5,2...
If x-2y+k=0 is median of triangle whose vertices are at points A (-1,3), B(0,4) and C(-5,2), Find k If x-2y+k=0 is median of triangle whose vertices are at points A (-1,3), B(0,4) and C(-5,2), Find k
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) 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)
find the value of k so that the area of the triangle with vertices is 24 sq units find the value of k so that the area of the triangle with vertices is 24 sq units
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