which angles form a linear pair?\n∠prl and ∠lrm\n∠orp and ∠mrn\n∠mrn and ∠nro\n∠lrp and ∠orp

which angles form a linear pair?\n∠prl and ∠lrm\n∠orp and ∠mrn\n∠mrn and ∠nro\n∠lrp and ∠orp

which angles form a linear pair?\n∠prl and ∠lrm\n∠orp and ∠mrn\n∠mrn and ∠nro\n∠lrp and ∠orp

Answer

Explanation:

Step1: Recall linear - pair definition

A linear pair of angles is a pair of adjacent angles whose non - common sides are opposite rays and the sum of the angles is 180 degrees.

Step2: Analyze each option

For ∠PRL and ∠LRM: They are adjacent, but their non - common sides are not opposite rays.
For ∠ORP and ∠MRN: They are not adjacent.
For ∠MRN and ∠NRO: They are adjacent and their non - common sides RO and RM are opposite rays, and ∠MRN+∠NRO = 180 degrees.
For ∠LRP and ∠ORP: They are adjacent, but their non - common sides are not opposite rays.

Answer:

∠MRN and ∠NRO