Using the two given statements, is the conclusion true or false ? 1.) three noncollinear points determine a plane. 2.) points s, o, n are noncollinear. conclusion: the points s, o, n form a plane.

I'm sorry, my last answer was not stated in the correct format. The two axioms: 

1.) Three noncollinear points determine a plane.
2.) Points S, O, N are noncollinear.

State that three noncollinear points determine a plane, and since there are no disinclusions to the axioms you have provided, my conclusion is that The points S, O, and N form a plane.

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