![Warum sind Perioden zahlen auch rationale Zahlen (Q) wenn sie doch unendlich viele nachkommastellen haben? (Schule, Mathe, Mathematik) Warum sind Perioden zahlen auch rationale Zahlen (Q) wenn sie doch unendlich viele nachkommastellen haben? (Schule, Mathe, Mathematik)](https://images.gutefrage.net/media/fragen/bilder/warum-sind-perioden-zahlen-auch-rationale-zahlen-q-wenn-sie-doch-unendlich-viele-nachkommastellen-haben/0_big.jpg?v=1546530829000)
Warum sind Perioden zahlen auch rationale Zahlen (Q) wenn sie doch unendlich viele nachkommastellen haben? (Schule, Mathe, Mathematik)
![Carnegie Institution of Washington publication. 216 HISTORY OF THE THEORY OF NUMBERS. [CHAP. V. On the ratios of the sides to the radius of the inscribed circle see Gerono,150 Ch. XXIII. Carnegie Institution of Washington publication. 216 HISTORY OF THE THEORY OF NUMBERS. [CHAP. V. On the ratios of the sides to the radius of the inscribed circle see Gerono,150 Ch. XXIII.](https://c8.alamy.com/comp/RFPH5D/carnegie-institution-of-washington-publication-216-history-of-the-theory-of-numbers-chap-v-on-the-ratios-of-the-sides-to-the-radius-of-the-inscribed-circle-see-gerono150-ch-xxiii-the-following-papers-were-not-available-for-report-c-klobassa-tjber-pythagoreische-u-heronische-zahlen-progr-troppau-1908-e-haentzschel-das-rationale-in-der-algebraischen-geometric-an-address-unterrichtsblatter-math-naturw-21-1915-1-5-rational-quadrilaterals-a-rational-quadrilateral-is-one-whose-sides-diagonals-and-area-are-expressed-by-rational-numbers-brahmegupta1-38-stated-that-RFPH5D.jpg)
Carnegie Institution of Washington publication. 216 HISTORY OF THE THEORY OF NUMBERS. [CHAP. V. On the ratios of the sides to the radius of the inscribed circle see Gerono,150 Ch. XXIII.
![Q x Q is countable. (qn) is a sequence containing all rational numbers. Such a sequence exists, because Q is counta… | Rational numbers, Mathematics, Land surveyors Q x Q is countable. (qn) is a sequence containing all rational numbers. Such a sequence exists, because Q is counta… | Rational numbers, Mathematics, Land surveyors](https://i.pinimg.com/736x/5e/73/61/5e7361bb1c45b5c65ac262f3cf88972c.jpg)
Q x Q is countable. (qn) is a sequence containing all rational numbers. Such a sequence exists, because Q is counta… | Rational numbers, Mathematics, Land surveyors
![ClearDoubt on Twitter: "{Z} is a subset of the set of all rational numbers {Q}, which in turn is a subset of the real numbers. #cleardoubt #cleared #integers #Z #subset #mathematics #numbers # ClearDoubt on Twitter: "{Z} is a subset of the set of all rational numbers {Q}, which in turn is a subset of the real numbers. #cleardoubt #cleared #integers #Z #subset #mathematics #numbers #](https://pbs.twimg.com/media/FEzz5yVVUAADkjN.jpg)
ClearDoubt on Twitter: "{Z} is a subset of the set of all rational numbers {Q}, which in turn is a subset of the real numbers. #cleardoubt #cleared #integers #Z #subset #mathematics #numbers #
![Impregnated copper ferrite on mesoporous graphitic carbon nitride: An efficient and reusable catalyst for promoting ligand‐free click synthesis of diverse 1,2,3‐triazoles and tetrazoles - Khalili - 2019 - Applied Organometallic Chemistry - Wiley Online ... Impregnated copper ferrite on mesoporous graphitic carbon nitride: An efficient and reusable catalyst for promoting ligand‐free click synthesis of diverse 1,2,3‐triazoles and tetrazoles - Khalili - 2019 - Applied Organometallic Chemistry - Wiley Online ...](https://onlinelibrary.wiley.com/cms/asset/ddadd5c9-e5d8-4260-bc9a-590a112ee223/aoc5219-fig-0010-m.jpg)