Question

I need help to see if they are correct. -Geometry

Answer 1

The solution is correct

Explanation:

Alternate interior angles are "interior" (between parallel lines), and "alternate" sides of the transversal. Notice that they are not adjacent angles (side by side that share a vertex). It has the following characteristics:

• Congruents

,

• Inside Parallel lines

Therefore:

`\begin{gathered} <5=<3 \\ <4=<6 \end{gathered}`

Alternate exterior angles are "exterior" (outside the parallel lines), and "alternate" sides of the transversal. Notice that, like alternate interior angles, these angles are not adjacent. It has the following characteristics:

• Congruents

,

• Outside Parallel lines

Therefore:

`\begin{gathered} <1=<7 \\ <8=<2 \end{gathered}`

Which means, that the proposed solution is correct