Read the two statements. Using the Law of Syllogism, what is the conclusion?
If lines are coplanar and never meet, then they are parallel.
If lines are parallel, then they do not share any points.
OA) There is no valid conclusion.
OB) If two lines are coplanar, then they do not share any points.
OC) If two lines are parallel, then they neve meet.
OD) If two lines are coplanar and never meet, then they do not share any points.

Question

ashlynnlnicole ashlynnlnicole

06-05-2024
Mathematics

Answered

Read the two statements. Using the Law of Syllogism, what is the conclusion?
If lines are coplanar and never meet, then they are parallel.
If lines are parallel, then they do not share any points.
OA) There is no valid conclusion.
OB) If two lines are coplanar, then they do not share any points.
OC) If two lines are parallel, then they neve meet.
OD) If two lines are coplanar and never meet, then they do not share any points.

Answer :

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GinnyAnswer GinnyAnswer · Answer 1 · 2024-05-06T12:56:46-04:00

Using the Law of Syllogism with the given statements: 1. If lines are coplanar and never meet, then they are parallel. 2. If lines are parallel, then they do not share any points. We can form the following conclusion: - If two lines are coplanar and never meet, then they do not share any points. Therefore, the correct conclusion based on the Law of Syllogism is: OD) If two lines are coplanar and never meet, then they do not share any points.