State Newton's third law and correctly identify action-reaction force pairs, including why they never cancel on the same object.
Newton's third law states that forces always come in pairs: whenever object A exerts a force on object B, object B simultaneously exerts an equal-magnitude, opposite-direction force back on object A. Push on a wall, and the wall pushes back on you, just as hard. This is not a delayed reaction -- both forces exist at the exact same instant, and neither one "causes" the other; they are a single interaction viewed from two sides.
The single most important detail, and the source of most confusion, is that the two forces in a pair act on DIFFERENT objects -- which is exactly why they never cancel each other out. When you push a wall, the force ON the wall and the force ON you are equal and opposite, but since one acts on the wall and the other acts on you, there is nothing to cancel; you still feel a push back. A rocket in the vacuum of space works the same way: it does NOT need air to "push against." The rocket pushes hot exhaust gas backward, and by the third law, that exhaust gas pushes the rocket forward -- an interaction entirely between the rocket and its own fuel.
Mastery looks like: They correctly identify both members of an action-reaction pair for a given interaction, including which object each force acts on.
Common stumbles: Trying to pair two forces that act on the SAME object (like gravity and a normal force on one book, which is an equilibrium pair, not a third-law pair); believing rockets need something external to push against.