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!set lang_exists=yes
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!set lang_exists=yes
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!read tabletheme
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µ±ÄãÔÚWIMSÉϹ¤×÷ʱ, ³£³£ÐèÒªÊäÈëÊýѧʽ.
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<p>
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<p>
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µ±ÄãÔÚWIMSÉϹ¤×÷ʱ, ³£³£ÐèÒªÊäÈëÊýѧʽ.
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</p><p>
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Êýѧʽ¿ÉÓÃͨ³£µÄ·½Ê½ÊäÈë: Èç <tt>3*x+5</tt> ±íʾ
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Êýѧʽ¿ÉÓÃͨ³£µÄ·½Ê½ÊäÈë: Èç <tt>3*x+5</tt> ±íʾ
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!htmlmath 3x+5
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!htmlmath 3x+5
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, <tt>sin(pi*x)</tt> ±íʾ
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, <tt>sin(pi*x)</tt> ±íʾ
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!htmlmath sin(pi*x)
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!htmlmath sin(pi*x)
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, <tt>y^3+1</tt> ±íʾ
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, <tt>y^3+1</tt> ±íʾ
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!htmlmath y^3+1
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!htmlmath y^3+1
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, <tt>(x+1)/(y-1)</tt> ±íʾ
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, <tt>(x+1)/(y-1)</tt> ±íʾ
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!set ins_align=middle
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!set ins_align=middle
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!instex $$$$ {x+1 \over y-1} $$$$
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!instex $$$$ {x+1 \over y-1} $$$$
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, µÈµÈ.
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, µÈµÈ.
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<p>
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</p><p>
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´ËÍâ, WIMSÄÜ°ïÄã¾ÀÕýÊýѧʽÖг£·¸µÄ``´íÎó''. ÀýÈç <tt>3x+5</tt> »á±»¾ÀÕýΪ
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´ËÍâ, WIMSÄÜ°ïÄã¾ÀÕýÊýѧʽÖг£·¸µÄ``´íÎó''. ÀýÈç <tt>3x+5</tt> »á±»¾ÀÕýΪ
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<tt>3*x+5</tt>, <tt>sin x</tt> ±»¾ÀÕýΪ <tt>sin(x)</tt>, µÈµÈ.
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<tt>3*x+5</tt>, <tt>sin x</tt> ±»¾ÀÕýΪ <tt>sin(x)</tt>, µÈµÈ.
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²»¹ýÄã²»ÄÜÌ«ÒÀÀµÕâÖÖ``¾ÀÕý'', »¹ÊǾ¡Á¿ÊäÈë``ÕýÈ·''µÄÊýѧʽ,
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²»¹ýÄã²»ÄÜÌ«ÒÀÀµÕâÖÖ``¾ÀÕý'', »¹ÊǾ¡Á¿ÊäÈë``ÕýÈ·''µÄÊýѧʽ,
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¾¡¹ÜÓÐʱ»áÏÔµÃÀÛ׸.
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¾¡¹ÜÓÐʱ»áÏÔµÃÀÛ׸.
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<p>
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</p><p>
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ÕâÀïÓÐÒ»¸öÊýѧº¯Êý±í, ¸æËßÄãÈçºÎÕýÈ·ÊäÈë.
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ÕâÀïÓÐÒ»¸öÊýѧº¯Êý±í, ¸æËßÄãÈçºÎÕýÈ·ÊäÈë.
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ÔÚÕâЩº¯ÊýµÄ¶¨ÒåÓòÀï, WIMSÄÜʶ±ðËüÃÇ(ÓÐЩģ¿éÄܽÓÊܸü¶àµÄº¯Êý, Çë²Î¿´ÓйØÄ£¿éµÄ°ïÖú.)
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ÔÚÕâЩº¯ÊýµÄ¶¨ÒåÓòÀï, WIMSÄÜʶ±ðËüÃÇ(ÓÐЩģ¿éÄܽÓÊܸü¶àµÄº¯Êý, Çë²Î¿´ÓйØÄ£¿éµÄ°ïÖú.)
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<p>
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</p><p>
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!set x=x
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  !set x=<i class="wims_mathfont">x</i>
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  !set y=<i class="wims_mathfont">y</i>
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ÔÚϱíÖÐ, $x ¿É±»ÆäËü±í´ïʽÌæ´ú.
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ÔÚϱíÖÐ, $x ¿É±»ÆäËü±í´ïʽÌæ´ú.
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<p>
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</p>
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$table_header
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$table_tr<th>º¯Êý<th>˵Ã÷<th>ÈçºÎÊäÈë
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$table_tr<td>$m_pi
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    <td>Ô²ÖÜÂÊ<td>
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    <tt>pi</tt> »ò <tt>Pi</tt> »ò <tt>PI
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$table_tr<td><i>e</i><td>×ÔÈ»¶ÔÊýµÄµ×<td>
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    <tt>e</tt> »ò <tt>E</tt>
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$table_tr<td>|$x|<td>$xµÄ¾ø¶ÔÖµ<td><tt>abs(x)
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$table_tr<td>sign($x)<td>$xµÄ·ûºÅ:
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       <br/>&nbsp;=-1 µ±$x&lt;0<br/>&nbsp;=0 µ±$x=0<br/>&nbsp;=1 µ±$x>0
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       <td><tt>sign(x)
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$table_tr<td>
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    !instex $$ \sqrt x $$
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    <td>$xµÄƽ·½¸ù
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    <td><tt>sqrt(x)</tt> »ò <tt>x^(1/2)
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$table_tr<td>
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!instex $$ [ x ] $$
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<td>×î½Ó½ü$xµÄÕûÊý<td><tt>rint(x)
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$table_tr<td>
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!instex $$ \lfloor x 
floor $$
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<td>$m_le$xµÄ×î´óÕûÊý<td><tt>floor(x)
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$table_tr<td>
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!instex $$ \lceil  x 
ceil $$
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<td>$m_ge$xµÄ×îСÕûÊý<td><tt>ceil(x)
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$table_tr<td><i>e<sup>x</sup><td>Ö¸Êýº¯Êý<td>
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!set table_th = º¯Êý, ˵Ã÷, ÈçºÎÊäÈë
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    <tt>exp(x)</tt> »ò <tt>e^x</tt> »ò <tt>E^x
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$table_tr<td>ln($x)<td>×ÔÈ»¶ÔÊý<td><tt>log(x)</tt> »ò <tt>ln(x)
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$table_tr<td>lg($x)<td>³£ÓöÔÊý<td><tt>lg(x)</tt> »ò <tt>log10(x)
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$table_tr<td>sin($x)<td>ÕýÏÒº¯Êý<td><tt>sin(x)
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!set table_descs=Ô²ÖÜÂÊ\
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×ÔÈ»¶ÔÊýµÄµ×\
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$xµÄ¾ø¶ÔÖµ\
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$xµÄ·ûºÅ\
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$xµÄƽ·½¸ù\
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×î½Ó½ü$xµÄÕûÊý\
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µÄ×î´óÕûÊý\
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µÄ×îСÕûÊý\
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Ö¸Êýº¯Êý\
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×ÔÈ»¶ÔÊý\
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³£ÓöÔÊý\
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ÕýÏÒº¯Êý\
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$table_tr<td>cos($x)<td>ÓàÏÒº¯Êý<td><tt>cos(x)
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ÓàÏÒº¯Êý\
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$table_tr<td>tg($x)<td>ÕýÇк¯Êý<td><tt>tan(x)</tt> »ò <tt>tg(x)
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ÕýÇк¯Êý\
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$table_tr<td>ctg($x)<td>ÓàÇк¯Êý<td><tt>cotan(x)</tt> »ò <tt>ctg(x)
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ÓàÇк¯Êý\
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·´ÕýÏÒº¯Êý\
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    </tt> <br/> »ò <tt>cot(x)
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·´ÓàÏÒº¯Êý\
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$table_tr<td>arcsin($x)<td>·´ÕýÏÒº¯Êý<td><tt>asin(x)</tt> »ò
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·´ÕýÇк¯Êý\
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Ë«ÇúÕýÏÒ\
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Ë«ÇúÓàÏÒ\
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Ë«ÇúÕýÇÐ\
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    <tt>arcsin(x)
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·´Ë«ÇúÕýÏÒ\
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$table_tr<td>arccos($x)<td>·´ÓàÏÒº¯Êý<td><tt>acos(x)</tt> »ò
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·´Ë«ÇúÓàÏÒ\
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    <tt>arccos(x)
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·´Ë«ÇúÕýÇÐ\
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$table_tr<td>arctg($x)<td>·´ÕýÇк¯Êý<td><tt>atan(x)</tt> »ò
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$xÓë$yµÄ¼«´óÖµ\
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    <tt>arctan(x)</tt> <br/>»ò <tt>arctg(x)
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$xÓë$yµÄ¼«Ð¡Öµ\
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×î´ó¹«Ô¼Êý\
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×îС¹«±¶Êý\
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$table_tr<td>sh($x)<td>Ë«ÇúÕýÏÒ<td><tt>sh(x)</tt> »ò <tt>sinh(x)
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$table_tr<td>ch($x)<td>Ë«ÇúÓàÏÒ<td><tt>ch(x)</tt> »ò <tt>cosh(x)
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$table_tr<td>th($x)<td>Ë«ÇúÕýÇÐ<td><tt>th(x)</tt> »ò <tt>tanh(x)
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$table_tr<td>Argsh($x)<td>·´Ë«ÇúÕýÏÒ<td><tt>asinh(x)</tt> »ò <tt>argsh(x)
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    <br/>»ò <tt>Argsh(x)
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!read 1/math.phtml.common
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$table_tr<td>Argch($x)<td>·´Ë«ÇúÓàÏÒ<td><tt>acosh(x)</tt> »ò <tt>argch(x)
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    <br/>»ò <tt>Argch(x)
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$table_tr<td>Argth($x)<td>·´Ë«ÇúÕýÇÐ<td><tt>atanh(x)</tt> »ò <tt>argth(x)
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    <br/>»ò <tt>Argth(x)
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$table_tr<td>max(x,y)<td>xÓëyµÄ¼«´óÖµ<td><tt>max(x,y)
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$table_tr<td>min(x,y)<td>xÓëyµÄ¼«Ð¡Öµ<td><tt>min(x,y)
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$table_tr<td>gcd(x,y)<td>×î´ó¹«Ô¼Êý<td><tt>gcd(x,y)
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$table_tr<td>lcm(x,y)<td>×îС¹«±¶Êý<td><tt>lcm(x,y)
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</table></center>
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