Question

Show calculations to determine the length of the median from vertex A. With vertices A(6,4), B(2,7), C(-4,-2)

Answer 1

Answer:

Step-by-step explanation:

The vertex of triangle ABC are A(7,-3), B (5,3), C (3,-1)

Condider a triangle ABC as shown in figure attached below

We have to find the length of median through vertex A which is length of AD

The point D(x, y) is the midpoint of BC

So, midpoint can be calculated as follows:-

Here for midpoint of BC, we have:

The coordinates of D are (4,1)

The length of median AD = Distance Between A and D

Hence, the length of median is 5 units

Learn more about length of median

Find the length of the median through the vertex a 5,1 drawn to the triangle abc where other two vertices are B 1,5 and C - 3, 1

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