Find the lengths of the medians of a triangle ABC w vertices are A(8, - 8) B(6, 8) C (2, 4)
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Answer:
D is mid-point of BC
D≡(
2
6+8
,
2
8+4
)
D(7,6)
Equation of median through A
=Equation of AD
7−4
6−2
(x−4)=(y−2)
⇒4(x−4)=3(y−2)
4x−16=3y−6
⇒4x−3y=10.
Step-by-step explanation:
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