ABC is a triangle with vertices A \((1,2)\), B \((5,-2)\), and C \((3,4)\). D is the midpoint of \(\overline{AB}\) and \(\overrightarrow{DE}\) ∥ \(\overleftrightarrow{BC}\), intersecting \(\overline{AC}\) at E.
① Find the length of \(\overline{DE}\):
② Find the equation of \(\overleftrightarrow{DE}\) :
The correct answer for ① is (c) \(\sqrt{10}\)
The correct answer for ② is (c) \(y = -3x + 9\)
MR/Nasef.N
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