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Quotients of Summations Between Three Consecutive Numbers in Geometric Progression that Tend to the Square of The Geometric Ratio.
Price: Free! Words: 230. Language: Spanish. Published: February 21, 2020. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Science & Nature » Mathematics
If we do two consecutive summations using three consecutive numbers in geometric ratio, the ratio between both summations is the square of the geometric ratio
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
New Number Class: Diagonal Numbers II
Price: $1.00 USD. Words: 2,050. Language: English. Published: December 7, 2018. Categories: Nonfiction » Science & Nature » Mathematics, Nonfiction » Philosophy » Essays
I correct errors in my recent essay- New Number Class: Diagonal Numbers. I offer a theorem to show that only number bases with an integer root to the base number (ex.: base 16 has root of 4) can produce an exact fraction of the square roots of, 2,3, etc. Base 2 has a non-integer root and cannot do this, It fails to zero out the rightmost digit of the mantissa.
New Number Class: Diagonal Numbers
Price: $1.00 USD. Words: 2,930. Language: English. Published: December 6, 2018. Categories: Nonfiction » Philosophy » Essays, Nonfiction » Science & Nature » Mathematics
We show sq. root of 2 cannot be perfectly squared to an integer. Propose a new class of numbers: Diagonal Numbers in contrast to orthogonal numbers (usual numbers.) Diagonal Numbers allow the root of 2, 3, etc to square to perfect integers without remainder. We uphold finitism in math and propose forming new rules for Diagonal Numbers. Review objections to infinite series and number continuums.