\title{Potencias de 10}
\language{es}
\range{-5..5}
\author{Bernadette PERRIN-RIOU}
\email{bpr@math.u-psud.fr}
\computeanswer{no}
\format{html}
\precision{10000}


\integer{n=random(2..11)*random(1,-1)}
\integer{m=random(2..11)*random(1,-1)}
\integer{p=random(2..11)*random(1,-1)}
\integer{o=random(2..11)*random(1,-1)}
\integer{q=random(2..11)*random(1,-1)}
\text{a=10^{\n}}
\text{b=10^(\m)}
\text{c=10^(\o)}
\text{d=10^(\p)}
\text{f=10^(\q)}
\integer{sol= (\n)+(\m)+(\o)-(\p)-(\q)}

\statement{Escriba el número como \(10^n) :
<center> \(\frac{10^{\n}\times 10^{\m} \times 10^{\o}}{10^{\p}\times 10^{\q}})
= 10<sup><sup>\embed{reply 1,3}</sup></sup></center>
}
\answer{exposant}{\sol}{type=numeric}
