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Your answer
Question 1: Two different positive real numbers x and y each differ from their reciprocals by 1.
Evaluate x+y.
Clear selection
Question 2: The product of three consecutive positive integers is 8 times their sum. Find the sum of their squares.
Clear selection
Question 3: Positive integers a, b and c are chosen such that c>b>a and the system of equations y=|x-a|+x-b|+x-c| and 2x+y=1999 has exactly one solution.