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diff --git a/Master/texmf-dist/doc/latex/jeopardy/example/game4.tex b/Master/texmf-dist/doc/latex/jeopardy/example/game4.tex new file mode 100644 index 00000000000..70e745d9eba --- /dev/null +++ b/Master/texmf-dist/doc/latex/jeopardy/example/game4.tex @@ -0,0 +1,181 @@ +\documentclass{article} +\usepackage{amsmath} +\usepackage[pdftex]{exerquiz} +\usepackage[pdftex]{eforms} +\usepackage[ImplMulti]{dljslib} + +\everymath{\displaystyle} +\parindent 0pt +\usepackage[screen,gray, panelright, paneltoc]{pdfscreen} +\panelwidth=0.5in +\setlength\buttonwidth{.9\panelwidth} +\setlength\smallbuttonwidth{.45\panelwidth} +\addtolength{\smallbuttonwidth}{-1.2pt} +\margins{0.2in}{0.2in}{0.2in}{0.2in} +\screensize{3in}{4in} +\urlid{www.mendelu.cz/user/marik} +\definecolor{pozadi}{rgb}{1,1,0.9} +\backgroundcolor{pozadi} +%\backgroundcolor{black} +%\color{white} +%\def\correctColor{color.green} +%\def\wrongColor{color.red} +%\everyCategoryHead{\color{yellow}\tiny} + +\usepackage[picture,finetune]{jeopardy} +\def\JeopardyPictureFile{aleq.jpg} +\def\ChampionMsg{Niels Abel and Evariste Galois} + +\def\logoB{\rotatebox{90}{% + \vbox{\normalsize\hbox{\color{red}{Robert Ma\v{r}\'{i}k}} + \hbox{\color{green}Jeopardy game}}} + \vfill} + +\let\rmdefault\sfdefault +\hypersetup{pdfpagemode=Window, pdfnewwindow=true, pdfmenubar=true,% + pdftoolbar=true,colorlinks, pdfwindowui=false, + pdfpagemode=Window} + + +\begin{insDLJS}[dljslibRMbbbb]{dljsliRMbbbb}{RMbbbb} + + +function ProcRespSetFormulaEmpty(flag,CorrAns,n,epsilon,a,indepVar,oComp) +{ + ok2Continue = true; + if (!ProcessIt) return null; + var fieldname = event.target.name; + var UserAns = event.value; + this.getField(fieldname).strokeColor = \eqDefaultColor; + UserAns = stripWhiteSpace(UserAns); + if (!ok2Continue) return null; + if (UserAns == "empty") { + success = (CorrAns == UserAns); + return notifyField(success, flag, fieldname); + } + if (CorrAns == "empty") { + success = (CorrAns == UserAns); + return notifyField(success, flag, fieldname); + } + var aUserAns = UserAns.split(","); + var aCorrAns = CorrAns.split(","); + var numCorrect = 0; + var match = 0; + if ( aUserAns.length != aCorrAns.length ) return notifyField(false, flag, fieldname); + for ( var i=0; i< aCorrAns.length; i++) { + match = 0; + for ( var j=i; j< aUserAns.length; j++) { + var retn = _ProcResp(flag,aCorrAns[i],aUserAns[j],n,epsilon,a,indepVar,oComp); + if ( retn == null ) return syntaxError(), null; + if (retn==1) { + var temp=aUserAns[j]; + aUserAns[j]=aUserAns[i]; + aUserAns[i]=temp; + match = match + 1; + } + } + numCorrect += (match) ? 1 : 0; + } + var success = (numCorrect == aCorrAns.length) ? true : false; + if ( success == null ) return syntaxError(), null; + return notifyField(success, flag, fieldname); +} + +\end{insDLJS} + + +\def\quest#1#2{ + \begin{question} + Solve the equation in the set of \textit{real} numbers. + \begin{equation*} + #1=0 + \end{equation*} + \bigskip + \begin{itemize} + \item Write the solution into the field. + \item If there is no solution, write the word \textit{empty}. + \end{itemize} + \bigskip + $x={}$\RespBoxMath{#2}{10}{1.0E-2}{0}{1}*{ProcRespSetFormulaEmpty} + \end{question} +} + +\title{Algebraic equations} + +%\def\title{Algebraic equations} + +\author{Robert Ma\v r\'\i k} + +\begin{document} + +\maketitle +You will solve algebraic equations. Write the solutions as comma +separated list, In the case of repeted solution write each solution +only \textbf{once}! + +\SetGameWidth{0.5\linewidth} +\Celltoks{\BC{}\BG{1 1 1}} +\AditionalShift=4.6pt + +\newpage +\MakeGameBoard +\begin{category}{Linear} + \quest{x+1}{-1} + \quest{2x-3}{3/2} + \quest{5x+15}{-3} + \quest{7x+13}{-13/7} + \quest{3x+1}{-1/3} + \quest{2x+7}{-7/2} + \quest{5x-6}{6/5} + \quest{7x-13}{13/7} +\end{category} +\begin{category}{Quadratic1} + \quest{x^2+x}{-1,0} + \quest{x^2-9}{3,-3} + \quest{x^2-7}{sqrt(7),-sqrt(7)} + \quest{x^2+4x}{-4,0} + \quest{x^2-x}{1,0} + \quest{x^2+9}{empty} + \quest{x^2}{0} + \quest{x^2-4x}{4,0} +\end{category} +\begin{category}{Quadratic2} + \quest{x^2+x+1}{empty} + \quest{x^2-6x+9}{3} + \quest{x^2-7x+6}{1,6} + \quest{x^2+4x+4}{-2} + \quest{x^2-3x+2}{1,2} + \quest{x^2+2x+9}{empty} + \quest{x^2-5x+6}{2,3} + \quest{x^2+4x-21}{-7,3} +\end{category} +\begin{category}{Higher order} + \quest{x^8-2}{2^(1/8),-2^(1/8)} + \quest{x^3-2x}{0,sqrt(2),-sqrt(2)} + \quest{x^4-1}{-1,1} + \quest{x^3-8}{2} + \quest{x^5-x^3}{1,-1,0} + \quest{x^6-x^5}{1,0} + \quest{x^3+2x^2+x}{0,-1} + \quest{x^3+4x^2+5x}{0} +\end{category} + +\newpage + +\newpage +\textbf{\'Evariste Galois} (1811--1832) was a French mathematician +born in Bourg-la-Reine. He died in a duel at the age of twenty. + +\medskip +\textbf{Niels Henrik Abel} (1802--1829), Norwegian mathematician, was +born in Nedstrand. In early April 1829 he obtained a position +in Berlin, but the letter bringing the offer did not reach Norway +until two days after Abel's death from tuberculosis. + +\medskip +Both mathematicians proved the impossibility of solving the $5$-degree +polynomial equation by radicals. + +\newpage + +\end{document} |