One of the following statements is true: A) Archimedean property say that if y > 0, x € R, then there exists n EN such that ny > x. B) Archimedean property say that if y € R,x € R, then there exists n EN such that ny > x C) Archimedean property say that if y € R, x > 0, then there exists n EN such that ny > x D) Archimedean property say that if y> 0, x € R, then there exists n EN such that ny ≤ x

Elementary Geometry for College Students
6th Edition
ISBN:9781285195698
Author:Daniel C. Alexander, Geralyn M. Koeberlein
Publisher:Daniel C. Alexander, Geralyn M. Koeberlein
Chapter3: Triangles
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One of the following statements is true:
A) Archimedean property say that if y > 0,x € R,
then there exists n EN such that ny > x.
B) Archimedean property say that if y E R, x E R,
then there exists n EN such that ny > x
C) Archimedean property say that if y E R, x > 0,
then there exists n EN such that ny > x
D) Archimedean property say that if y > 0, x € R,
then there exists n E N such that ny <x
Transcribed Image Text:One of the following statements is true: A) Archimedean property say that if y > 0,x € R, then there exists n EN such that ny > x. B) Archimedean property say that if y E R, x E R, then there exists n EN such that ny > x C) Archimedean property say that if y E R, x > 0, then there exists n EN such that ny > x D) Archimedean property say that if y > 0, x € R, then there exists n E N such that ny <x
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