\title{Números relativos y orden I}
\language{es}
\range{-5..5}
\author{Bernadette PERRIN-RIOU}
\email{bpr@math.u-psud.fr}
\computeanswer{yes}
\format{html}
\precision{10000}
\integer{m=6}
\integer{n=6}
\text{a=0}
\text{dessin=}
\for{i=-\m to \n}{
\integer{a=\i}
\integer{s=\i}
\text{dessin=\dessin
text  black, \s,-1,  medium,\a}}

\text{liste=<,>,=}
\real{A=randint(10..10*\m-1)/10}
\real{B=randint(10..10*\m-1)/10}
\real{C=-\A}
\real{D=-\A}
\text{listeA=shuffle(\A,\B,-\A,-\B)}
\text{AA= item(1,\listeA)}
\text{AA=\AA>0 ? +\AA}
\text{BB=item(2,\listeA)}
\text{BB=\BB>0 ? +\BB}
\text{CC=item(3,\listeA)}
\text{CC=\CC>0 ? +\CC}
\text{choix=>,<,=}
\text{rep1= \AA>\BB ? >:<}
\text{rep1= \AA=\BB ? =}
\text{rep2= \CC>\BB ? >:<}
\text{rep2= \CC=\BB ? =}
\text{rep3= \AA> \CC ? >:<}
\text{rep3= \AA=\CC ? =}

\statement{ Ayudándose de la regla graduada, completar las expresiones con los símbolos <, > o =.
<center>
 \AA &nbsp; &nbsp;&nbsp;\embed{reply 1,40x40} &nbsp;&nbsp;&nbsp;\BB 
 <p>
 \CC &nbsp;&nbsp;&nbsp;\embed{reply 2,40x40}&nbsp;&nbsp;&nbsp;
   \BB  
   <p> \AA &nbsp;&nbsp;&nbsp; \embed{reply 3,40x40}&nbsp;&nbsp;&nbsp; \CC 
 </center>
<center>\draw{600,50}
{xrange -\m-0.1,3
yrange -2,2
hline black,0,0
arrow  2.5,0,3,0,10,black
parallel  -\m,-0.8,-\m,0.4,1/2,0, 40, blue
parallel  -\m,-0.3,-\m,0.3,1/10,0, 200, blue
parallel  -\m,-0.8,-\m,0.6,1,0, 40, red
\dessin
}
</center>}
\answer{}{\rep1;\choix}{type=clickfill}
\answer{}{\rep2;\choix}{type=clickfill}
\answer{}{\rep3;\choix}{type=clickfill}
