Question

what about Given the points: A(0,0), B (6,3), C(5,5), and D(-1,2). What two segments must be parallel?
Choose all possible answers.

AB || DC

AB || BC

AB || AD

DC || AD

BC || AD

BC || CD

Answer 1

anyone know the answer to that

Answer 2

Have you considered calculating the slope of each segment?

\(\overline{AB}\)
\(\overline{AC}\)
\(\overline{AD}\)
\(\overline{BC}\)
\(\overline{BD}\)
\(\overline{CD}\)

Answer 3

No cause I don't know how to
Can you please tell me the answer tkhunny

Answer 4

I don't know this at all

Answer 5

Plz help me

Answer 6

Write the equation of the line that is perpendicular to a segment created by joining points (1, 0) and (5, -2) and also passes through the midpoint of that segement. Any form is acceptable.

Answer 7

A(0,0),
B (6,3),
C(5,5),
D(-1,2)

\(Slope \overline{AB} = \dfrac{3-0}{6-0}\)

\(Slope \overline{AC} = \dfrac{5-0}{5-0}\)

\(Slope \overline{AD} = \dfrac{-1-0}{2-0}\)

You do the other three.

Don't look for answers. Look for understanding.