If the point A (-1, 3), B(1,-1) and ( (5, 1) are the
veselices of a AABC. Find the length of the median
through the vert

If the point A (-1, 3), B(1,-1) and ( (5, 1) are the
veselices of a AABC. Find the length of the median
through the vertex d. also find the coordinate of the
controid of this triangle​

1 thought on “If the point A (-1, 3), B(1,-1) and ( (5, 1) are the<br />veselices of a AABC. Find the length of the median<br />through the vert”

  1. Answer:

    come ordinates of median AD from vertex a on BC is

    x co ordinate = 1+5/2 =6/2 =3

    y co ordinate -1+1/2=0

    length of median AD =[(-1+3)^2 +(3-0)^2]^1/2 = 5

    coordinate of centroid of triangle ABC are

    x coordinate =-1+1+5 /3 =5/3

    y coordinate = 3+(-1) +1 /3 =3/3= 1

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