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How to find length of median in a triangle MPM2d Coordinate Geometry

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A triangle has vertices A(4, 10), B(-8, 6) and C(2, -4). Calculate the length of the median from A.
Circumcenter of a triangle is the point of intersection of the right bisector of the three sides of a triangle. All the three vertices are same distance away from the circumcentre and so a circle can be drawn circumscribing the triangle using this point as the centre.
Orthocentre of a triangle is a point where the perpendiculars drawn from each vertex to the opposite sides intersect. For an acute angle triangle the orthocenter is inside the triangle; for right triangle it is on the hypotenuse and for the obtuse angle triangle it lies outside the triangle.
Incentre of a triangle is the point of intersection of three interior angles of a triangle. A circle inscribed in a triangle can be drawn with center at the incenter.
#circumcenter #incenter #orthocenter #coordinategeometry #analyticalgeometry #mpm2d #rightbisector #anilkumar #mpm2d
Circumcenter of a triangle is the point of intersection of the right bisector of the three sides of a triangle. All the three vertices are same distance away from the circumcentre and so a circle can be drawn circumscribing the triangle using this point as the centre.
Orthocentre of a triangle is a point where the perpendiculars drawn from each vertex to the opposite sides intersect. For an acute angle triangle the orthocenter is inside the triangle; for right triangle it is on the hypotenuse and for the obtuse angle triangle it lies outside the triangle.
Incentre of a triangle is the point of intersection of three interior angles of a triangle. A circle inscribed in a triangle can be drawn with center at the incenter.
#circumcenter #incenter #orthocenter #coordinategeometry #analyticalgeometry #mpm2d #rightbisector #anilkumar #mpm2d
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