From: Chris S. <san...@us...> - 2006-01-27 12:42:16
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Update of /cvsroot/stack/stack-1-0/scripts/install In directory sc8-pr-cvs1.sourceforge.net:/tmp/cvs-serv10683/scripts/install Modified Files: sample_questions.xml Log Message: Index: sample_questions.xml =================================================================== RCS file: /cvsroot/stack/stack-1-0/scripts/install/sample_questions.xml,v retrieving revision 1.5 retrieving revision 1.6 diff -C2 -d -r1.5 -r1.6 *** sample_questions.xml 25 Apr 2005 18:09:46 -0000 1.5 --- sample_questions.xml 27 Jan 2006 12:42:01 -0000 1.6 *************** *** 1,597 **** ! <?xml version="1.0"?> ! <mathQuiz> ! <assessmentItem> ! <assessmentItem_ord order="0"> ! <questionVarsRaw>n = 3;m = 5;p = 2*(x-n)^2*(x-m);q = expand(p)</questionVarsRaw> ! <questionStem>Factorise \[ @q@, \] given that $(x-@n@)$ is a factor. </questionStem> ! <questionAns>p</questionAns> ! <questionAnsKey>ans1</questionAnsKey> [...2486 lines suppressed...] ! <ApLat>-1</ApLat> ! <AnswerNote>$y'(0)$ wrong.</AnswerNote> ! </false> ! </questionPotResp> ! <questionAnsVars order="3"> ! <key>b1</key> ! <val>ev(dsa,t=0,fullratsimp)</val> ! </questionAnsVars> ! <questionNote>@ta@</questionNote> ! <dc:identifier>MTEyOTc5NjQ4MjQ3Nzk4OD</dc:identifier> ! <dc:title>ODE_2nd_order_linear_3</dc:title> ! <dc:description>Second order linear ODE with constant coefficients, initial conds</dc:description> ! <lom:keyword>demo, ODE</lom:keyword> ! <dc:creator></dc:creator> ! <dc:publisher>http://www.stack.bham.ac.uk/</dc:publisher> ! <dc:type>question</dc:type> ! <dc:format>text/xml; charset="utf-8"</dc:format> ! <dc:date>2006-01-27 12:38:03</dc:date> </assessmentItem> </mathQuiz> |