<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN" "http://www.w3.org/TR/html4/loose.dtd">

 <html>

  <head>

   <title> JS作业 </title>

   <meta http-equiv="Content-Type" content="text/html; charset=utf-8" />

   <script type="text/javascript" >

         var name = "张三疯";

         var sex = true;

         var age = 34;

         var edu = "大专";

         var time = "2005年7月";

         var school = "北京科技大学";

     //构建输出表格

         var srt ="";

         srt += '<table width="800" style="border-collapse:collapse;" border="1" cellspacing="0" cellpadding="5" align="center">';

         srt += '<tr>'

         srt += '<td colspan="4" align="center"><h2><font color="#f00">'+name+'的基本资料</font></h2></td>'

         srt += '</tr>'

         srt += '<tr>'

         srt += '<td align="right"><b>性名: </b></td>'

         srt += '<td>'+name+'</td>'

         srt += '<td align="right"><b>性别: </b></td>'

         srt += '<td>'+(sex ? '男':'女')+'</td>'

         srt += '</tr>'

         srt += '<tr>'

         srt += '<td align="right"><b>年龄: </b></td>'

         srt += '<td>'+age+'岁</td>'

         srt += '<td align="right"><b>学历: </b></td>'

         srt += '<td>'+edu+'</td>'

         srt += '</tr>'

         srt += '<tr>'

         srt += '<td align="right"><b>毕业时间: </b></td>'

         srt += '<td>'+time+'</td>'

         srt += '<td align="right"><b>毕业学校: </b></td>'

         srt += '<td>'+school+'</td>'

         srt += '</tr>'

         srt += '</table>'

 document.write(srt);

   </script>

  </head>

  <body>

  </body>

 </html>

效果图:aaarticlea/png;base64,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" alt="" />

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