In triangle $PQR$, the midpoints of the sides $PQ$, $PR$ and $QR$ are $A(10, -4)$, \(B(12,

Question

In triangle $PQR$, the midpoints of the sides $PQ$, $PR$ and $QR$ are $A(10, -4)$, $B(12, -8)$ and $C(14, -5)$ respectively. Find the coordinates of $P$, $Q$ and $R$.

Accepted Answer

$ P=(8,-7) \quad Q=(12,-1) \quad R=(16,-9)$

Coordinate Geometry - Midpoint of a Line Segment

Coordinate Geometry - Midpoint of a Line Segment

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