Pangeya

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Name national

realnumbers_009_3 (Дедекиндовы сечения (p/q)^2=2)

Name international

realnumbers_009_3

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Source of object

Created by the viewed user

Object memory

220 019 byte

Inheritance

Date of creation

18 February 2015 Year 18H:41M:33S

Date of update

18 March 2020 Year 17H:39M:49S

Science object properties 4 Number of open properties

	Task	Paid property

	Detailed solution	Paid property

	Task BACKUP	https://azazira.xyz/ DATAIM/gdrive/31/227 0/science/17/STUDENT _X(realnumbers_009_3 (Дедекиндовысечения( p:q)^2=2))_hesh33a8c 6de0e7f2.pdf

	Detailed solution BACKUP	https://azazira.xyz/ DATAIM/gdrive/31/227 0/science/22/STUDENT _(realnumbers_009_3( Дедекиндовысечения(p :q)^2=2))_heshd96a47 c6c83052.pdf

User properties of objects 2 Number of open properties

	Vlad Mironov	https://docs.google. com/drawings/d/1Wv9a XsVfTb_hXDJU2qniyPkM wQX3m3Z1MqSKD-UTSVM/ edit

	Влад Миронов Vlad Mironov backup	https://azazira.xyz/ DATAIM/gdrive/31/227 0/user/262/STUDENT_V LAD_MIRONOV(realnumb ers_009_3(Дедекиндов ысечения(p:q)^2=2))_ hesh91765a0085822a.p df

КАКИЕ БЫВАЮТ РАЦИОНАЛЬНЫЕ ДЕДЕКИНДОВЫ СЕЧЕНИЯ? 3) как доказать, что не существует рационального числа r: r^2=2

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