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Type: Multiple-Choice
Category: Points, Lines, and Planes
Standards: HSG-CO.C.9
Author: nsharp1
Created: 2 years ago

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# Points, Lines, and Planes Question

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## Grade 10 Points, Lines, and Planes CCSS: HSG-CO.C.9

What still needs to be done in order to complete the proof?
1. Consider other points on $l$, showing the same thing holds true for these other points.
2. Redraw the diagram, showing that the results are still true if $l$ is horizontal and $bar{AC}$ is vertical.
3. State that, if the point on $l$ lies on $bar{AC}$, that it is equidistant from points $A$ and $B$, due to $l$ bisecting $bar{AC}$ (from given information).
4. Nothing, it is complete.
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