MathDB

1

Part of 1991 Canada National Olympiad

Problems(1)

Diophantine equation

Source: 1991 Canadian MO #1

9/23/2011
Show that the equation x2+y5=z3x^2+y^5=z^3 has infinitely many solutions in integers x,y,zx, y,z for which xyz≠0xyz \neq 0.
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