Question

construct arguments determine whether each statement is always
points a and b determine a plane.
sometimes postulate select choice states that through any t
need help with this d
get a hint
watch: \analyze statements using postulates\

Explanation:

Step1: Recall plane - determining postulates

In geometry, three non - collinear points determine a plane. Two points determine a line. If two points are given, they can be part of infinitely many planes. Only when additional conditions are met (for example, if the line formed by the two points is part of a specific plane - related context), can a unique plane be determined. So the statement "Points A and B determine a plane" is sometimes true.

Answer:

Sometimes