<?xml version="1.0" encoding="UTF-8"?><quiz><question type="description"><name><text>Tutoriel</text></name><questiontext format="html"><text>&lt;div&gt;&lt;iframe width="560" height="315" src="https://www.youtube.com/embed/xbtke1wOkFw?rel=0" allowfullscreen=""&gt;&lt;/iframe&gt;​&lt;/div&gt;</text></questiontext></question><question type="essay"><name><text>exercice 1</text></name><questiontext format="html"><text>&lt;div&gt;&lt;div&gt;

&lt;/div&gt;









&lt;div&gt;Un jardinier installe une cuve de 1500 litres pour l’arrosage
de ses laitues. Pour la remplir, il utilise une pompe immergé dans un puits. La
quantité d’eau pompée en fonction du temps est donnée par le graphique ci-dessous&amp;nbsp;:&lt;/div&gt;&lt;div&gt;​&lt;o:p&gt;&lt;/o:p&gt;&lt;img src="data:image/png;base64,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"&gt;&lt;/div&gt;&lt;div&gt;​&lt;span style="font-family: var(--font-primary);"&gt;Combien de temps prendra le premier remplissage&amp;nbsp;?&lt;/span&gt;&lt;/div&gt;











&lt;div&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/div&gt;</text></questiontext><defaultgrade>5.0</defaultgrade><answer fraction="0"><text></text></answer></question><question type="essay"><name><text>Exercice 2</text></name><questiontext format="html"><text>&lt;div&gt;&lt;div&gt;

&lt;/div&gt;









&lt;div&gt;On souhaite concevoir un chargeur de smartphone solaire.
Pour optimiser le temps de charge, l’angle que fait le panneau photovoltaïque
avec le sol est une donnée importante que vous trouverez dans le graphique
ci-dessous&amp;nbsp;:&lt;/div&gt;&lt;div&gt;​&lt;o:p&gt;&lt;/o:p&gt;&lt;img 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"&gt;&lt;/div&gt;&lt;div&gt;​&lt;span style="font-family: var(--font-primary);"&gt;Quel devra être l’inclinaison du panneau pour que la charge
du téléphone soit la plus rapide possible&amp;nbsp;?&lt;/span&gt;&lt;/div&gt;











&lt;div&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/div&gt;</text></questiontext><defaultgrade>5.0</defaultgrade><answer fraction="0"><text></text></answer></question><question type="essay"><name><text>Exercice 3</text></name><questiontext format="html"><text>&lt;div&gt;&lt;div&gt;

&lt;/div&gt;









&lt;div&gt;L’arrosage des greens des terrains de golf se fait à des périodes
précises. Le nouveau greenkeeper n’a pas trouvé le planning d’arrosage mais
juste le graphique ci-dessous&amp;nbsp;:&lt;/div&gt;&lt;div&gt;​&lt;o:p&gt;&lt;/o:p&gt;&lt;img 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"&gt;&lt;/div&gt;&lt;div&gt;​&lt;span style="font-family: var(--font-primary);"&gt;Sur quels créneaux doit-il arroser&amp;nbsp;?&lt;/span&gt;&lt;/div&gt;











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