In this figure, AB || CD and CD || FG

How can you describe the angle relationship between

∠ACD and ∠CFG

Select all that apply

1.) complementary angles
2.) same-side interior angles
3.) corresponding angles
4.) supplementary angles
5.) congruent angles

Same-side interior angles are formed when a transversal line intersects two or more parallel lines. In this case,Line FC can be taken as a transversal line cuting parallel lines CD and FG thus making angles ACD and GFC same side interior angles.

Consecutive angles ACD and GFC are supplementary.This means they add up to 180°.

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Properties of angles in a parallelogram :https://brainly.com/question/11611093

Keywords: describe, angle, relationship, select.

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In this figure, AB || CD and CD || FG How can you describe the angle relationship between ∠ACD and ∠CFG Select all that apply 1.) complementary angles 2.) same-side interior angles 3.) corresponding angles 4.) supplementary angles 5.) congruent angles

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In this figure, AB || CD and CD || FG

How can you describe the angle relationship between

∠ACD and ∠CFG

Select all that apply

1.) complementary angles
2.) same-side interior angles
3.) corresponding angles
4.) supplementary angles
5.) congruent angles