A few days ago
Can you help me with my geometry question, please?
Consider three walls that meet in a corner as representing portions of two geometric planes. How many points are common to the three planes?
CHOICES:
One point
No points
An infinite number
(I’m leaning to the latter.)
Can you answer this, and explain why it’s the answer? I would very much appreciate it!
Top 3 Answers
A few days ago
Favorite Answer
Consider three walls that meet in a corner as representing portions of THREE geometric planes. How many points are common to the three planes?
One point
The three planes intersect at a single point — the corner.
The intersection of TWO planes is a single line. (Look at where two walls meet — their intersection is a vertical line connecting the floor to the corner.) This line intersects the ceiling (the third plane) at a single point.
I hope this helps!
0
A few days ago
I think it’s infinate because a plane is infinite
0
A few days ago
no points because there are only two planes not three.
0
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