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From: Jeong Dal <haksan@me.com>
To: "list ntg-context@ntg.nl ntg-context@ntg.nl ntg-context@ntg.nl
	ntg-context@ntg.nl" <ntg-context@ntg.nl>
Subject: about the location of the table in the columns
Date: Wed, 22 Mar 2017 12:54:11 +0900	[thread overview]
Message-ID: <077A0E86-3607-49CC-9ABF-D2E75863A6B2@me.com> (raw)

Dear all,

I want to put a table at the center of the second column.
After compiling the code below, the first one(negation part) is appeared right,
but the second one(biconditional part) is not the center of the second column.
I can not see any difference between two codes.
What are wrong in the following code?

Best regards,

Dalyoung

\definefontfamily[mainface][rm][Noto Sans CJK KR][]
\definefontfamily[mainface][mm][Neo Euler][]

\setupbodyfont[mainface]

\setupalign[hanging]
\starttext
	\subsubject{명제의 부정(Negation)}

	\startcolumns[n=2]
	어떤 명제 $p$의 부정은 "$p$가 아니다(not $p$)"이며 "$\neg p$(혹은 $ p$)"로 표현한다.
	\column
	\startplacetable[title={부정의 진리표}]
	{\starttabulate[|c|c|]
	\HL
	\NC $p$ \NC $\neg p$\NC\SR 
	\HL
	\NC T \NC F\NC\AR
	\NC T \NC T\NC\AR
	\HL
	\stoptabulate}
	\stopplacetable
	\stopcolumns

	다음 명제들의 부정명제를 말해보시오.
		\startitemize
			\item  $p$: 지금 비가 오고 있다.
			\item {\red $\neg p$: 지금 비가 오고 있지않다.}
			\item $q$: -2는 양의 정수이다.
			\item {\red $\neg q$: -2는 양의 정수가 아니다.}
			\item $r:\ 3 + 4 = 5$
			\item {\red $\neg r:\ 3 + 4 \ne 5$}
		\stopitemize

	\subsubject{쌍조건문(Biconditional)}

	\startcolumns[n=2]
	$p$이면 $q(p \to q)$인 동시에 $q$이면 $p(q \to p)$를 말하는 것으로  "$p$ if and only if $q$"로 표현하고 $p \ \leftrightarrow\ q$로 표시한다. 
	\column
	\startplacetable[title={쌍조건명제의 진리표}]
	{\starttabulate[|c|c|c|]
	\HL
	\NC $p$ \NC $q$ \NC $p\leftrightarrow q$\NC\SR 
	\HL
	\NC T \NC T \NC T \NC\AR
	\NC T \NC F \NC F  \NC\AR
	\NC F \NC T \NC F \NC\AR
	\NC F \NC F \NC T \NC\AR 
	\HL
	\stoptabulate}
	\stopplacetable
	\stopcolumns

	\startitemize
	\item $p:$ 파리는 영국의 수도이다.
	\item  $q$: 2006년 월드컵에서 대한민국이 16강에 진출했다.
	\item {\red 파리가 영국의 수도라는 것은 2006년 월드컵에서 대한민국이 16강에 진출하기 위한 필요충분조건이다.} 
	\item $p$는 거짓이고  $q$ 역시 거짓이므로 $p\leftrightarrow q$는 참이다.
	\stopitemize

\stoptext

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                 reply	other threads:[~2017-03-22  3:54 UTC|newest]

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