MathDB

113

Part of 1975 Chisinau City MO

Problems(1)

Chisinau MO p113 1975 R2 X odd if n <(44 + \sqrt{1975})^100 <n + 1

Source:

3/16/2021
Prove that any integer nn satisfying the inequality n<(44+1975)100<n+1n <(44 + \sqrt{1975})^100 <n + 1 is odd.
oddinequalitiesalgebra