Hi, Herewith I am attaching the question_svg.xml and question.tex files. With this I am trying to convert the xml to pdf. I encounter two problems here.
I am using asciimath module in my tex. 1. *times* not rendered to *X* In the first question in the xml, can find line*<am>8.404 times 10^(-7)</am>*. 2. *embed* to *svg* In the last question in the xml, can find line *<embed type='image/svg+xml' align='middle' width='250' height='250' src='/javascript/d.svg' script='initPicture(-10,130,-10,130);stroke="black";fill="gray";strokewidth=1;rect([0,0],[50,40]);rect([50,0],[100,100]);text([50/2,40+6],"5y cm");text([75,106],"17 cm");text([50,40/2],"4y cm",right);text([100,50],"13y cm",right);' />* Thanks Anand On Thu, Jan 6, 2011 at 9:50 PM, Wolfgang Schuster < schuster.wolfg...@googlemail.com> wrote: > > Am 06.01.2011 um 10:32 schrieb Anand Raj: > > > Yes. the svg content is not stored in the embed.svg. > > > > can you make it? > > You you at least give a few information, the thing you’re telling > is that my example doesn’t work but you don’t tell how you integrated > it in your own setups. > > Wolfgang > > > ___________________________________________________________________________________ > If your question is of interest to others as well, please add an entry to > the Wiki! > > maillist : ntg-context@ntg.nl / > http://www.ntg.nl/mailman/listinfo/ntg-context > webpage : http://www.pragma-ade.nl / http://tex.aanhet.net > archive : http://foundry.supelec.fr/projects/contextrev/ > wiki : http://contextgarden.net > > ___________________________________________________________________________________ >
<?xml version="1.0" encoding="UTF-8"?> <document><div class='question'> <div> Rewrite this as a normal number: <center> <am>8.404 times 10^(-7)</am> </center><br/><br/> answer = __________________<br/><br/> Answers may be entered with or without commas, but answers must be exact (no rounding at all). Also, do not include any spaces in your answer. </div> </div><div class='question'> <div>Convert the fraction <am>12/6</am> to a decimal. Round your answer to three (3) decimal places if necessary:<br/><br/> Answer = __________________</div> </div><div class='question'> <div>Completely simplify the expression<br/><br/> <am>-3 y + 8 y -9 y</am><br/><br/> Answer = __________________ </div> </div><div class='question'> <div>Completely simplify the expression<br/><br/> <am>8 w + 4 -11 w -10</am><br/><br/> Answer = __________________ </div> </div><div class='question'> <div>Simplify: <am>2 x^4 + 5 x^4</am></div> </div><div class='question'> <div>Simplify: <am>5 x^5 - 9 x^5</am></div> </div><div class='question'> <div>Simplify: <am>4 x^2 + 5 x^4 + 7 x^2 + 6 + 8 x^4</am></div> </div><div class='question'> <div>The expression <am>(4 x^2+6 x+5)+(5 x^2-6 x-2)</am> equals <br/> __________________ <am> x^2 +</am>__________________ <am>x+</am>__________________ <br/></div> </div><div class='question'> <div>Jon has two trees in his yard. One is 25 feet taller than the other. If we let <am>h</am> be the height of the shorter tree, write an algebraic expression for the sum of the two trees' heights. Be sure to simplify your expression.</div> </div><div class='question'> <div> Here is a figure made of two rectangles.<br/> <embed type='image/svg+xml' align='middle' width='250' height='250' src='/javascript/d.svg' script='initPicture(-10,130,-10,130);stroke="black";fill="gray";strokewidth=1;rect([0,0],[50,40]);rect([50,0],[100,100]);text([50/2,40+6],"5y cm");text([75,106],"17 cm");text([50,40/2],"4y cm",right);text([100,50],"13y cm",right);' /> <br/> What is the <b>perimeter</b> of the figure? Answer in terms of <am>y</am> and simplify your expression.<br/><br/> __________________ cm<br/> </div> </div></document>
question.tex
Description: TeX document
___________________________________________________________________________________ If your question is of interest to others as well, please add an entry to the Wiki! maillist : ntg-context@ntg.nl / http://www.ntg.nl/mailman/listinfo/ntg-context webpage : http://www.pragma-ade.nl / http://tex.aanhet.net archive : http://foundry.supelec.fr/projects/contextrev/ wiki : http://contextgarden.net ___________________________________________________________________________________