In this note, we investigate solutions of the Diophantine equation $$11+2^{x+2}+(7)3^{y}=z^2, \ (x,y,z)\in\mathbb{N}^3.$$AfrikaansAlbanianArabicArmenianAzerbaijaniBasqueBelarusianBulgarianCatalanChinese (Simplified)Chinese (Traditional)CroatianCzechDanishDetect languageDutchEnglishEstonianFilipinoFinnishFrenchGalicianGeorgianGermanGreekHaitian CreoleHebrewHindiHungarianIcelandicIndonesianIrishItalianJapaneseKoreanLatinLatvianLithuanianMacedonianMalayMalteseNorwegianPersianPolishPortugueseRomanianRussianSerbianSlovakSlovenianSpanishSwahiliSwedishThaiTurkishUkrainianUrduVietnameseWelshYiddish⇄AfrikaansAlbanianArabicArmenianAzerbaijaniBasqueBelarusianBulgarianCatalanChinese (Simplified)Chinese (Traditional)CroatianCzechDanishDutchEnglishEstonianFilipinoFinnishFrenchGalicianGeorgianGermanGreekHaitian CreoleHebrewHindiHungarianIcelandicIndonesianIrishItalianJapaneseKoreanLatinLatvianLithuanianMacedonianMalayMalteseNorwegianPersianPolishPortugueseRomanianRussianSerbianSlovakSlovenianSpanishSwahiliSwedishThaiTurkishUkrainianUrduVietnameseWelshYiddishDetect language » English
@article{482,
title = {The Diophantine equation $11+2^{x+2}+(7)3^{y}=z^2$},
journal = {Tatra Mountains Mathematical Publications},
volume = {70},
year = {2018},
language = {EN},
url = {http://dml.mathdoc.fr/item/482}
}
Sadani, Idir. The Diophantine equation $11+2^{x+2}+(7)3^{y}=z^2$. Tatra Mountains Mathematical Publications, Tome 70 (2018) . http://gdmltest.u-ga.fr/item/482/