Concept explainers
To find: The plane that contains the line l and the point C .
Answer to Problem 16CE
There exists exactly one plane which contains both point C and line 'l' .
Explanation of Solution
Given information:
Think of the intersection of the ceiling and the front wall of your classroom as line l . Let the point in the center of the floor he point C .
Formula used:
The plane contains line 'l' and point C
Calculation:
Consider the statement below.
Think of the intersection of your ceiling and front wall of your classroom as your line 'l' .
Let the point in the center of the floor is represented at point C .
The plane contains line 'l' and point C.
Also, State the theorem that applies to your justification
From Theorem 1-2
Based on the line and a point not in the line results in exactly one plane.
In the situation described above, there is a line 'l' and point C not in the line; therefore there exists exactly one plane, which contains both
Yes, there exists exactly one plane which contains both point C and line 'l' .
Conclusion:
There exists exactly one plane which contains both point C and line 'l' .
Chapter 1 Solutions
McDougal Littell Jurgensen Geometry: Student Edition Geometry
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