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doc: fix grammar
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chabulhwi committed Oct 21, 2024
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4 changes: 2 additions & 2 deletions docs/en/notes/chapter03/propositions.md
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Expand Up @@ -71,9 +71,9 @@ of the following is a proposition: (a) a subjective value judgment and (b) a
mathematical statement whose truth value we don't know yet. Both responded that
(a) isn't a proposition.

However, they were divided on whether (b) is a proposition. One of them told
However, they were divided on whether (b) is a proposition. One of them said
that (b) is also a proposition since we *can* determine its truth or falsehood.
The other argued that, *linguistically* speaking ("국어적으로 해석한다면"), we can
The other argued that *linguistically* speaking ("국어적으로 해석한다면"), we can
determine the truth or falsehood of (b), but *mathematically* speaking, it can't
be a proposition.

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19 changes: 19 additions & 0 deletions docs/omegat/project_save.tmx
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Expand Up @@ -1353,6 +1353,15 @@ understand the notion of a proposition.</seg>
<seg>"명확하게 판별하다"라는 동사구가 무슨 뜻인지는 명확하게 판별할 수 없습니다. 그래서 한국 고등학교 수학에서의 명제 개념은 학생들이 이해하기 더 쉽지 않습니다.</seg>
</tuv>
</tu>
<tu>
<tuv lang="en">
<seg>One of them said
that (b) is also a proposition since we &lt;g1&gt;can&lt;/g1&gt; determine its truth or falsehood.</seg>
</tuv>
<tuv lang="ko" changeid="chabulhwi" changedate="20241021T013927Z" creationid="chabulhwi" creationdate="20241021T013927Z">
<seg>한 분은 우리가 (2)의 진릿값을 모르더라도 그것의 참과 거짓을 판별'할 수' 있기 때문에 이 또한 명제라고 말씀하셨습니다.</seg>
</tuv>
</tu>
<tu>
<tuv lang="en">
<seg>One of them told
Expand Down Expand Up @@ -1815,6 +1824,16 @@ definitionally equal.</seg>
<seg>두 함수 &lt;g2&gt;f&lt;/g2&gt;&lt;g3&gt;g&lt;/g3&gt;가 정의상 같으면 안 된다.</seg>
</tuv>
</tu>
<tu>
<tuv lang="en">
<seg>The other argued that &lt;g2&gt;linguistically&lt;/g2&gt; speaking ("국어적으로 해석한다면"), we can
determine the truth or falsehood of (b), but &lt;g3&gt;mathematically&lt;/g3&gt; speaking, it can't
be a proposition.</seg>
</tuv>
<tuv lang="ko" changeid="chabulhwi" changedate="20241021T013919Z" creationid="chabulhwi" creationdate="20241021T013919Z">
<seg>다른 분은 (2)를 '국어적으로' 해석한다면 그것의 참과 거짓을 판별할 수 있지만, '수학적으로' 해석한다면 진릿값을 모르는 진술은 명제가 될 수 없다고 주장하셨습니다.</seg>
</tuv>
</tu>
<tu>
<tuv lang="en">
<seg>The other argued that, &lt;g2&gt;linguistically&lt;/g2&gt; speaking ("국어적으로 해석한다면"), we can
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