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Do any three points not on the same line always, sometimes, or never determine a plane? Explain
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Do any three points not on the same line always, sometimes, or never determine a plane? Explain

Do any three points not on the same line always, sometimes, or never determine a plane-example-1
User Glowie
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6 votes

Answer:

always

Explanation:

There is exactly one plane through any three non-collinear points.

Do any three points not on the same line always, sometimes, or never determine a plane-example-1
User Albert Ruelan
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