Consider the following incomplete proof 1. DE | GF Statements m/D+m/E = 180° 1. Given 2D and Fare same-side interior angles. 2. Definition of same-side interior angles 3D and Fare supplementary angles. 3. Same-Side Interior Angles Theorem Which answer correctly describes how to complete the proof? Reasons Show that D and ZE are supplementary by definition. Then, since ZD is supplementary to both of its consecutive angles, quadrilatera DEGF is a parallelogram Show that ZE and ZG are supplementary by definition. Then, since ZD is supplementary to both of its consecutive angles, quadrilatera DEGF is a parallelogram Q Buscar 0 Show that D and ZE are supplementary by definition. Then, since ZE is supplementary to both of its corresponding angles, quadrilate DEGF is a parallelogram Show that E and ZG are supplementary by definition. Then, since ZE is supplementary to both of its corresponding angles, quadrilate- DEGF is a parallelogram hp 6​