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Quadratic Diophantine Equation with infinitely many solution
Quadratic Diophantine Equation with infinitely many solution
Source:
April 19, 2013
quadratics
Problem Statement
Show that the equation
x
2
ā
7
y
2
=
1
x^2-7y^2 = 1
x
2
ā
7
y
2
=
1
has infinitely many solutions in natural numbers.
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