A Diophantine Equation is a polynomial equation in which the solutions are limited to integers only.

Named after Diophantus of Alexandria.

Fermat's Last Theorem refers to a Diophantine equation.

Enrichment tasks:

(1) Find integer solutions of the equation $7x-11y=1$

(2) Find integer solutions of the equation $x^2+y^2=z^2$
FermatsLittleTheorem
PierreDeFermat
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FermatsLastTheorem MathematicsTaxonomy
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DiophantineEquation
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ContinuedFraction
Integer
Polynomial
PythagorasTheorem
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PierreDeFermat Pythagoras ComplexConjugate
ComplexNumber
ComplexPlane
Denominator
DifferenceOfTwoSquares
Euler
FundamentalTheoremOfAlgebra
PolarRepresentationOfAComplexNumber
RealNumber
RootTwoIsIrrational
RootsOfPolynomials

Local neighbourhood - D3

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