Binomial number - Revision history

Keiji at 06:41, 28 July 2009

2009-07-28T06:41:21Z

← Older revision		Revision as of 06:41, 28 July 2009
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		+	{{domain\|[[July 28]], [[2009]]\|Math}}
		+
	A '''binomial number''' is a number whose digits can be expressed as a [[binomial]], i.e. it is a [[polynomial number]] of order [[2]]. As such, all numbers with two or less digits are binomial numbers.		A '''binomial number''' is a number whose digits can be expressed as a [[binomial]], i.e. it is a [[polynomial number]] of order [[2]]. As such, all numbers with two or less digits are binomial numbers.

Keiji at 08:46, 8 July 2009

2009-07-08T08:46:55Z

← Older revision		Revision as of 08:46, 8 July 2009
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-	[[Category:~~Numbers~~]]	+	[[Category:Polynomial numbers\|2]]

Keiji at 12:14, 2 May 2009

2009-05-02T12:14:23Z

← Older revision		Revision as of 12:14, 2 May 2009
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-	A '''binomial number''' is a number whose digits can be expressed as a binomial, i.e. it is a [[polynomial number]] of order [[2]]. As such, all numbers with two or less digits are binomial numbers.	+	A '''binomial number''' is a number whose digits can be expressed as a [[binomial]], i.e. it is a [[polynomial number]] of order [[2]]. As such, all numbers with two or less digits are binomial numbers.

	== Three-digit binomial numbers ==		== Three-digit binomial numbers ==

Keiji: fix

2009-05-02T12:14:02Z

fix

← Older revision		Revision as of 12:14, 2 May 2009
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-	A '''binomial number''' is a number whose digits can be expressed as a binomial, i.e. it is a [[polynomial number]] of order [[2]]. As such, all numbers with two or less digits are ~~linear~~ numbers.	+	A '''binomial number''' is a number whose digits can be expressed as a binomial, i.e. it is a [[polynomial number]] of order [[2]]. As such, all numbers with two or less digits are binomial numbers.

	== Three-digit binomial numbers ==		== Three-digit binomial numbers ==

Keiji: created page (along with 161 new links xD)

2009-05-02T12:11:45Z

created page (along with 161 new links xD)

New page

A '''binomial number''' is a number whose digits can be expressed as a binomial, i.e. it is a [[polynomial number]] of order [[2]]. As such, all numbers with two or less digits are linear numbers.

== Three-digit binomial numbers ==

{|
!m\c!!1!!2!!3!!4!!5!!6!!7!!8!!9
|-
!1
|[[123]]||[[234]]||[[345]]||[[456]]||[[567]]||[[678]]||[[789]]||[[890]]||[[901]]
|-
!2
|[[135]]||[[246]]||[[357]]||[[468]]||[[579]]||[[680]]||[[791]]||[[802]]||[[913]]
|-
!3
|[[147]]||[[258]]||[[369]]||[[470]]||[[581]]||[[692]]||[[703]]||[[814]]||[[925]]
|-
!4
|[[159]]||[[260]]||[[371]]||[[482]]||[[593]]||[[604]]||[[715]]||[[826]]||[[937]]
|-
!5
|[[161]]||[[272]]||[[383]]||[[494]]||[[505]]||[[616]]||[[727]]||[[838]]||[[949]]
|-
!6
|[[173]]||[[284]]||[[395]]||[[406]]||[[517]]||[[628]]||[[739]]||[[840]]||[[951]]
|-
!7
|[[185]]||[[296]]||[[307]]||[[418]]||[[529]]||[[630]]||[[741]]||[[852]]||[[963]]
|-
!8
|[[197]]||[[208]]||[[319]]||[[420]]||[[531]]||[[642]]||[[753]]||[[864]]||[[975]]
|-
!9
|[[109]]||[[210]]||[[321]]||[[432]]||[[543]]||[[654]]||[[765]]||[[876]]||[[987]]
|}

== Four-digit binomial numbers ==

{|
!m\c!!1!!2!!3!!4!!5!!6!!7!!8!!9
|-
!1
|[[1,234]]||[[2,345]]||[[3,456]]||[[4,567]]||[[5,678]]||[[6,789]]||[[7,890]]||[[8,910]]||[[9,012]]
|-
!2
|[[1,357]]||[[2,468]]||[[3,579]]||[[4,680]]||[[5,791]]||[[6,802]]||[[7,913]]||[[8,024]]||[[9,135]]
|-
!3
|[[1,470]]||[[2,581]]||[[3,692]]||[[4,703]]||[[5,814]]||[[6,925]]||[[7,036]]||[[8,147]]||[[9,258]]
|-
!4
|[[1,593]]||[[2,604]]||[[3,715]]||[[4,826]]||[[5,937]]||[[6,048]]||[[7,159]]||[[8,260]]||[[9,371]]
|-
!5
|[[1,616]]||[[2,727]]||[[3,838]]||[[4,949]]||[[5,050]]||[[6,161]]||[[7,272]]||[[8,383]]||[[9,494]]
|-
!6
|[[1,739]]||[[2,840]]||[[3,951]]||[[4,062]]||[[5,173]]||[[6,284]]||[[7,395]]||[[8,406]]||[[9,517]]
|-
!7
|[[1,852]]||[[2,963]]||[[3,074]]||[[4,185]]||[[5,296]]||[[6,307]]||[[7,418]]||[[8,529]]||[[9,630]]
|-
!8
|[[1,975]]||[[2,086]]||[[3,197]]||[[4,208]]||[[5,319]]||[[6,420]]||[[7,531]]||[[8,642]]||[[9,753]]
|-
!9
|[[1,098]]||[[2,109]]||[[3,210]]||[[4,321]]||[[5,432]]||[[6,543]]||[[7,654]]||[[8,765]]||[[9,876]]
|}

[[Category:Numbers]]