Déterminer l'aire de la surface verte.
\(\displaystyle{17,5-3\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{17,5-3,25\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{17,5-1,5\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{17,5-2,25\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{10+2\pi}\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{10+\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{14+\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{14+0,5\pi }\) cm \(\displaystyle{^{2}}\)
Déterminer l'aire de la figure ci-dessous.
\(\displaystyle{24+2\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{21+2\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{21+4\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{24+4\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{18+0,25\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{22-0,25\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{18-0,25\pi }\) cm \(\displaystyle{^{2}}\)
Combien vaut l'aire de la surface verte ci-dessous ?
\(\displaystyle{25-16\pi }\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{8\pi -25}\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{16\pi -25}\) cm \(\displaystyle{^{2}}\)
\(\displaystyle{25-8\pi }\) cm \(\displaystyle{^{2}}\)
Sommaire du chapitre
Plus de ressources
