Lines ℓ ∥ m ∥ n and \(\vec{p}\), q are transversals of ℓ, m and n.
p intersects lines â„“, m and n at the points A, B and C respectively, while q intersects lines â„“, m and n at the points D, E and F respectively.
If m(\(\overline{AB}\)) = m(\(\overline{DE}\)), then which of the following is correct?
m(\(\overline{BC}\)) = m(\(\overline{EF}\))
m(\(\overline{AD}\)) = m(\(\overline{DF}\))
m(\(\overline{CE}\)) = m(\(\overline{DF}\))
m(\(\overline{BD}\)) = m(\(\overline{CE}\))