Question

which angles are consecutive interior angles? ∠mnq and ∠pon ∠mnq and ∠pos ∠mnq and ∠pos ∠mnq and ∠pon

Explanation:

Step1: Recall consecutive - interior angles definition

Consecutive - interior angles are two angles that lie between two lines and on the same side of a transversal.

Step2: Analyze the given angles

In the given figure, assume lines MO and PR are the two lines and line LS is the transversal. The consecutive - interior angles are the pairs of angles that meet the above - mentioned criteria.

Answer:

There is no correct option provided in the repeated "∠MNQ and ∠POS" and "∠MNQ and ∠PON" options. But if we correctly identify the consecutive - interior angles based on the definition, for example, if we assume the correct pairs should be formed according to the parallel - line and transversal relationship, we need to find the angles that are between the two lines and on the same side of the transversal. Without a proper set of non - repeated and correctly formed options, we can't choose from the given ones. However, if we were to form correct options, consecutive - interior angles would be pairs like two angles that are between the two non - parallel lines and on the same side of the transversal line.