I could really use some help thankyou.
Given rectangle LMNO, which statement accurately completes the proof that LMNO is a parallelogram?
Angles MLO, NOL, ONM, and NML are congruent because LMNO is a rectangle, and all rectangles have four right angles. The sum of the measures of angles MLO and NOL is 180° because each angle is 90°. LM and NO are parallel by the ________________. The sum of the measures of angles NML and MLO is 180° because each angle is 90°. LM and NO are parallel by the ________________. LM is congruent to NO and LO is congruent to MN by definition because LMNO is a rectangle and opposite sides of a rectangle are congruent. Rectangle LMNO is a parallelogram because it contains two pairs of opposite sides that are congruent and parallel.
Alternate interior angles theorem
Corresponding angles theorem
Same side interior angle theorem
Vertical angle theorem