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Problem
#PRU-109704
Problems
Algebra
Algebraic inequalities and systems of inequalities
Algebraic inequalities (other)
Methods
Algebraic methods
Counting in two ways
Calculus
Real numbers
Integer and fractional parts. Archimedean property
13–15
4.0
Problem
Prove that for any positive integer
\(n\)
the inequality
is true.
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