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Cocientes de Series entre Tres Números consecutivos en Progresión Geométrica que tienden al cuadrado de La razón geométrica.
Price: Free! Words: 230. Language: Spanish. Published: February 21, 2020. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Science & Nature » Mathematics
Si hallamos dos sumatorios consecutivos usando tres números consecutivos en razón geométrica el cociente entre ambos sumatorios es el cuadrado de la razón geométrica
Series e Integrales Logarítmicas de Fibonacci
Price: Free! Words: 1,240. Language: Spanish. Published: February 10, 2019. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Science & Nature » Mathematics
La suma de todos los números naturales desde Fibonacci(x-1) Hasta Fibonacci(x) dividida por la misma serie entre Fibonacci(x-2) y Fibonacci(x-1) tiende a Phi^2 cuando x tiende a infinito. Este resultado se puede generalizar para cualesquiera series cuyo número de términos sea la suma de los dos anteriores.
Beal Fermat and Pythagoras Triplets
Series: Mathematics. You set the price! Words: 260. Language: English. Published: December 5, 2018. Categories: Nonfiction » Science & Nature » Mathematics
This is a single page proof of Fermat's Last Theorem and Beal's conjecture in terms of Euclid's formulas for triplets.
Sum Of All The Integers From Fibonacci(n-1) To Fibonacci(n)
Price: Free! Words: 360. Language: English. Published: June 20, 2018. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Science & Nature » Mathematics
The sum of all the integers from Fibonacci(n-1) to Fibonacci(n) has two properties. The quotient between two consecutive terms of these series tends to Phi squared and the terms of these sums are primefree.
Suma De Todos Los Números Naturales Desde Fibonacci(n-1) Hasta Fibonacci(n)
Price: Free! Words: 430. Language: Spanish. Published: June 20, 2018. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Science & Nature » Mathematics
La suma de todos los números naturales desde Fibonacci(n-1) hasta Fibonacci(n) tiene una propiedad. El cociente entre dos términos de consecutivos de estas series tiende a Phi al cuadrado.
Fermat's Proof to his "Last Theorem" [A Restoration]
Price: Free! Words: 15,010. Language: English. Published: April 1, 2013. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Science & Nature » Mathematics
The Holy Grail of mathematics revealed in a truly 17th-century numerical and geometrical proof as a letter by Fermat to a colleague. This will withstand all challenges.