Prove that if a and b are positive real numbers, then there exists an integer n such
Chapter 31, Problem 31.18(choose chapter or problem)
Prove that if a and b are positive real numbers, then there exists an integer n such that na > b(This is called the Archimedean Property ofR Supp<>se that.the statement is false, so that b i~an upper bound for [na : n E Z), and then deduce a contradIctIon by using the completenessof JR.)
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