If three points are non-collinear, then determine a plane. What statement is the "determine a plane"?
A. Argument
B. Conclusion
C. Hypothesis
D. Converse
A. Argument
B. Conclusion
C. Hypothesis
D. Converse
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Answer:
D:converse
Step-by-step explanation:
if three points are determine to be a plane then
they are colinear
Answer:
D. Converse
Converse. If 3 points determine a plane, then they are collinear. Inverse: If 3 points are not collinear, then they do not determine a plane.