Final answer:
A true statement about a geometric relationship is: If two lines are parallel, then they will never intersect. The hypothesis is: Two lines are parallel. The conclusion is: The lines will never intersect.
Step-by-step explanation:
A conditional statement comprises a hypothesis and a conclusion, expressing a cause-and-effect relationship. In the given example, the conditional statement is: "If two lines are parallel, then they will never intersect." The hypothesis, "Two lines are parallel," is the initial condition or assumption. The conclusion, "The lines will never intersect," follows logically from the hypothesis. This structure forms the basis of deductive reasoning in geometry. If the hypothesis is true, the conclusion is guaranteed to be true. It provides a systematic way to derive valid conclusions about geometric relationships, aiding in the logical exploration of spatial configurations and properties.