A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to...

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Transcript of A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to...

Page 1: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 2: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 3: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 4: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 5: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 6: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 7: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 8: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 9: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 10: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)
Page 11: A solution to Crux Mathematicorum Olympiad Corner Problem OC146 ; and a partial solution to Olympiad Corner Problem OC149( issueNo8, Vol.39)

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A partial solution to Crux Mathematicorum Olympiad Corner problem OC84: The case gcd(m , n) >1, m and n both odd; or both even. And the case with one ofm , n being equal to 1. (issue

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