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Question
- in parallelogram jklm, what is the relationship between angle k and angle m?
Step1: Recall parallelogram angle property
In a parallelogram, opposite angles are congruent (equal in measure).
Step2: Identify angle positions
Angle $k$ (at vertex K) and angle $m$ (at vertex M) are opposite each other in parallelogram JKLM.
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Angle $k$ and angle $m$ are equal in measure (congruent), so $k^\circ = m^\circ$.