Question

Find the area of triangle ABC, whose co-ordinates are A(4,-6), B(3,-2) and
C(5,2) then find the length of the median AD?​

Answer 1

Answer:

AD is the median of ABC from vertex A

Since area can not the negative Area of triangle

ACB = 3 square units

From (i) and (ii) Area triangle ADB = Area triangle ACB it is verified that median of triangle ABC divides it into two triangle of equal areas.

Answer 2

Answer:

AD is the median of ABC from vertex A.

Since area can not the negative Area of triangle.

ACB = 3 square units.

From (i) and (ii) Area triangle ADB = Area triangle ACB it is verified that median of triangle ABC divides it into two triangle of equal areas.

Step-by-step explanation:

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