13
Geometria Analítica
UMG
1
Geometria Analítica
UMG
11
Geometria Analítica
UMG
1
Geometria Analítica
UMG
6
Geometria Analítica
UMG
11
Geometria Analítica
UMG
3
Geometria Analítica
UMG
6
Geometria Analítica
UMG
2
Geometria Analítica
UMG
5
Geometria Analítica
UMG
Texto de pré-visualização
θ Descripción general Pág. | x y x y Fermat’s Last Theorem It is impossible for a positive integer power bigger than 2 to be the sum of two like powers. That is: Fermat claimed to have a truly marvellous proof but admitted that it was too large to fit in the margin. Pythagorean triples examples: 25 + 144 = 13 4 + - 9 + - 4 + - 11 Without utilizing complex notation, Fermat’s Theorem can be depicted visually. Fermat's inequality can be visually represented as follows: F, X, y3 Z 2 + 3 = 6
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Geometria Analítica
UMG
1
Geometria Analítica
UMG
11
Geometria Analítica
UMG
1
Geometria Analítica
UMG
6
Geometria Analítica
UMG
11
Geometria Analítica
UMG
3
Geometria Analítica
UMG
6
Geometria Analítica
UMG
2
Geometria Analítica
UMG
5
Geometria Analítica
UMG
Texto de pré-visualização
θ Descripción general Pág. | x y x y Fermat’s Last Theorem It is impossible for a positive integer power bigger than 2 to be the sum of two like powers. That is: Fermat claimed to have a truly marvellous proof but admitted that it was too large to fit in the margin. Pythagorean triples examples: 25 + 144 = 13 4 + - 9 + - 4 + - 11 Without utilizing complex notation, Fermat’s Theorem can be depicted visually. Fermat's inequality can be visually represented as follows: F, X, y3 Z 2 + 3 = 6