- Ec Suppose That K And N Are Positive Integers Such That N Is Not A Square Prove That If The Equation X2 Ny K Has 1 (27.88 KiB) Viewed 39 times
EC) Suppose that k and N are positive integers such that N is not a square. Prove that if the equation x2 – Ny² = k has
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EC) Suppose that k and N are positive integers such that N is not a square. Prove that if the equation x2 – Ny² = k has
EC) Suppose that k and N are positive integers such that N is not a square. Prove that if the equation x2 – Ny² = k has one solution, then it has infinitely many solutions. Give an example of such an equation with NO solutions.
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