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author | Leo Koppelkamm <hello@leo-koppelkamm.de> | 2014-09-02 14:32:01 +0300 |
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committer | Sergey Poznyakoff <gray@gnu.org> | 2014-09-02 14:32:01 +0300 |
commit | be1c505aa705430b51ae4c09a54f9e39c02c116b (patch) | |
tree | b7cca755d70ea3c9c9999e3c7e823d9363ee832b /CIDE.D | |
parent | 33b9503368405faf2ae6308347dafeaeaa663688 (diff) | |
download | gcide-be1c505aa705430b51ae4c09a54f9e39c02c116b.tar.gz gcide-be1c505aa705430b51ae4c09a54f9e39c02c116b.tar.bz2 |
Fix some markup
Diffstat (limited to 'CIDE.D')
-rw-r--r-- | CIDE.D | 2 |
1 files changed, 1 insertions, 1 deletions
@@ -25690,7 +25690,7 @@ Through words and things, a <qex>dim</qex> and perilous way.</q> <rj><qau>Wordsw <p><sn>4.</sn> <fld>(Alg.)</fld> <def>A literal factor, as numbered in characterizing a term. The term <xex>dimensions</xex> forms with the cardinal numbers a phrase equivalent to <xex>degree</xex> with the ordinal; thus, <mathex><it>a<exp>2</exp>b<exp>2</exp>c</it></mathex> is a term of five <xex>dimensions</xex>, or of the fifth degree.</def><br/ [<source>1913 Webster</source>]</p> -<p><sn>5.</sn> <pluf>pl.</pluf> <fld>(Phys.)</fld> <def>The manifoldness with which the fundamental units of time, length, and mass are involved in determining the units of other physical quantities.</def> <note>Thus, since the unit of velocity varies directly as the unit of length and inversely as the unit of time, the <ex>dimensions</ex> of velocity are said to be <mathex>length <divby/ time</mathex>; the <ex>dimensions</ex> of work are <mathex>mass <times/ (length)<exp>2</exp> <divby/ (time)<exp>2</exp></mathex>; the <ex>dimensions</ex> of density are <mathex>mass <divby/ (length)<exp>3</exp></mathex>.</note></p> +<p><sn>5.</sn> <pluf>pl.</pluf> <fld>(Phys.)</fld> <def>The manifoldness with which the fundamental units of time, length, and mass are involved in determining the units of other physical quantities.</def> <note>Thus, since the unit of velocity varies directly as the unit of length and inversely as the unit of time, the <ex>dimensions</ex> of velocity are said to be <mathex>length <divide/ time</mathex>; the <ex>dimensions</ex> of work are <mathex>mass <times/ (length)<exp>2</exp> <divide/ (time)<exp>2</exp></mathex>; the <ex>dimensions</ex> of density are <mathex>mass <divide/ (length)<exp>3</exp></mathex>.</note></p> <p><cs><mcol><col><b>Dimensional lumber</b></col>, <col><b>Dimension lumber</b></col>, <col><b>Dimension scantling</b></col>, <it>or</it> <col><b>Dimension stock</b></col></mcol> <fld>(Carp.)</fld>, <cd>lumber for building, etc., cut to the sizes usually in demand, or to special sizes as ordered.</cd> -- <col><b>Dimension stone</b></col>, <cd>stone delivered from the quarry rough, but brought to such sizes as are requisite for cutting to dimensions given.</cd></cs><br/ [<source>1913 Webster</source>]</p> |