Cours janvier 2024

Un article de Vev.

Version du 9 janvier 2024 à 12:17 Vev (Discuter | contribs) (→mercredi 10 janvier 2024) ← Différence précédente		Version du 9 janvier 2024 à 12:18 Vev (Discuter | contribs) (→jeudi 11 janvier 2024) Différence suivante →
Ligne 20:		Ligne 20:
	== jeudi 11 janvier 2024 ==		== jeudi 11 janvier 2024 ==
-	* si besoin exo	+	* si besoin exo https://fr.wikiversity.org/wiki/Triangles_et_parall%C3%A8les/Th%C3%A9or%C3%A8me_de_Thal%C3%A8s#Exemple_3
	<pre>		<pre>

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Version du 9 janvier 2024 à 12:18

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lundi 8 janvier 2024

maths 5/6e coopmaths.fr/alea/?uuid=5c46d&id=can6a-2018&n=30&d=10&alea=VooX&uuid=135d4&id=can6G01&n=1&d=10&s=1&alea=tTkK&uuid=76b93&id=can6G02&n=1&d=10&s=1&s2=1&alea=sJEP&uuid=5571c&id=can6G03&n=1&d=10&s=2&s2=1&alea=6UjB&uuid=d30d1&id=can6G04&n=1&d=10&alea=Wx97&uuid=d30d1&id=can6G04&n=1&d=10&alea=SFZr&uuid=84be1&id=can6G05&n=1&d=10&alea=f1fE&uuid=86ea3&id=can6G06&n=1&d=10&s=3&alea=Gv6u&uuid=85dfb&id=can6G07&n=1&d=10&s=1&s2=1&alea=XpcU&uuid=667d1&id=can6I01&n=1&d=10&s=1&s2=true&s3=1&s4=false&alea=RU0B&uuid=79035&id=can6M01&n=1&d=10&alea=q2GY&uuid=ac56a&id=can6M02&n=1&d=10&alea=qIdT&uuid=d52aa&id=can6M03&n=1&d=10&alea=4BZF&uuid=c0bf1&id=can6M04&n=1&d=10&alea=pV8J&uuid=a39f6&id=can6M05&n=1&d=10&alea=iP7j&uuid=e52ba&id=can6M06&n=1&d=10&alea=IYO2&v=diaporama&selectedExercises=%7B%22isActive%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%5D%7D&questionsOrder=%7B%22isQuestionsShuffled%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%2C16%2C17%2C18%2C19%2C20%2C21%2C22%2C23%2C24%2C25%2C26%2C27%2C28%2C29%2C30%2C31%2C32%2C33%2C34%2C35%2C36%2C37%2C38%2C39%2C40%2C41%2C42%2C43%2C44%5D%7D can]//coopmaths.fr/alea/?uuid=5c46d&id=can6a-2018&n=30&d=10&alea=VooX&uuid=135d4&id=can6G01&n=1&d=10&s=1&alea=tTkK&uuid=76b93&id=can6G02&n=1&d=10&s=1&s2=1&alea=sJEP&uuid=5571c&id=can6G03&n=1&d=10&s=2&s2=1&alea=6UjB&uuid=d30d1&id=can6G04&n=1&d=10&alea=Wx97&uuid=d30d1&id=can6G04&n=1&d=10&alea=SFZr&uuid=84be1&id=can6G05&n=1&d=10&alea=f1fE&uuid=86ea3&id=can6G06&n=1&d=10&s=3&alea=Gv6u&uuid=85dfb&id=can6G07&n=1&d=10&s=1&s2=1&alea=XpcU&uuid=667d1&id=can6I01&n=1&d=10&s=1&s2=true&s3=1&s4=false&alea=RU0B&uuid=79035&id=can6M01&n=1&d=10&alea=q2GY&uuid=ac56a&id=can6M02&n=1&d=10&alea=qIdT&uuid=d52aa&id=can6M03&n=1&d=10&alea=4BZF&uuid=c0bf1&id=can6M04&n=1&d=10&alea=pV8J&uuid=a39f6&id=can6M05&n=1&d=10&alea=iP7j&uuid=e52ba&id=can6M06&n=1&d=10&alea=IYO2&v=diaporama&selectedExercises=%7B%22isActive%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%5D%7D&questionsOrder=%7B%22isQuestionsShuffled%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%2C16%2C17%2C18%2C19%2C20%2C21%2C22%2C23%2C24%2C25%2C26%2C27%2C28%2C29%2C30%2C31%2C32%2C33%2C34%2C35%2C36%2C37%2C38%2C39%2C40%2C41%2C42%2C43%2C44%5D%7D can]

maths 5e coopmaths.fr/alea/?uuid=5c46d&id=can6a-2018&n=30&d=10&alea=VooX&uuid=135d4&id=can6G01&n=1&d=10&s=1&alea=tTkK&uuid=76b93&id=can6G02&n=1&d=10&s=1&s2=1&alea=sJEP&uuid=5571c&id=can6G03&n=1&d=10&s=2&s2=1&alea=6UjB&uuid=d30d1&id=can6G04&n=1&d=10&alea=Wx97&uuid=d30d1&id=can6G04&n=1&d=10&alea=SFZr&uuid=84be1&id=can6G05&n=1&d=10&alea=f1fE&uuid=86ea3&id=can6G06&n=1&d=10&s=3&alea=Gv6u&uuid=85dfb&id=can6G07&n=1&d=10&s=1&s2=1&alea=XpcU&uuid=667d1&id=can6I01&n=1&d=10&s=1&s2=true&s3=1&s4=false&alea=RU0B&uuid=79035&id=can6M01&n=1&d=10&alea=q2GY&uuid=ac56a&id=can6M02&n=1&d=10&alea=qIdT&uuid=d52aa&id=can6M03&n=1&d=10&alea=4BZF&uuid=c0bf1&id=can6M04&n=1&d=10&alea=pV8J&uuid=a39f6&id=can6M05&n=1&d=10&alea=iP7j&uuid=e52ba&id=can6M06&n=1&d=10&alea=IYO2&v=diaporama&selectedExercises=%7B%22isActive%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%5D%7D&questionsOrder=%7B%22isQuestionsShuffled%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%2C16%2C17%2C18%2C19%2C20%2C21%2C22%2C23%2C24%2C25%2C26%2C27%2C28%2C29%2C30%2C31%2C32%2C33%2C34%2C35%2C36%2C37%2C38%2C39%2C40%2C41%2C42%2C43%2C44%5D%7D can]//coopmaths.fr/alea/?uuid=9d15d&id=5C11&n=5&d=10&s2=false&s3=true&s4=1-2-3&alea=fpsd&uuid=baa4b&id=5C11-1&n=5&d=10&s2=false&s3=true&s4=1-2-3&alea=YfU4&uuid=3406a&id=5C11-2&n=4&d=10&alea=Ud5u&uuid=e61fc&id=5C12&n=4&d=10&s=3&s2=false&s3=true&s4=false&alea=DF8C&uuid=cd0d8&id=5C12-1&n=4&d=10&s2=false&s3=true&s4=6&alea=ksK0&uuid=41f23&id=5C12-2&n=6&d=10&alea=efhI&uuid=9103e&id=5C12-3&n=4&d=10&s=3&alea=Ozy8&v=can&selectedExercises=%7B%22isActive%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%5D%7D&questionsOrder=%7B%22isQuestionsShuffled%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%2C16%2C17%2C18%2C19%2C20%2C21%2C22%2C23%2C24%2C25%2C26%2C27%2C28%2C29%2C30%2C31%5D%7D littéral et distrbutivité]

mardi 9 janvier 2024

coopmaths.fr/alea/?uuid=b611a&id=5G40&n=1&d=10&s=5&alea=i3jj&uuid=af2c2&id=5G40-1&n=3&d=10&s=3&alea=FA2D&uuid=588fe&id=5G40-2&n=4&d=10&alea=9c7O&uuid=37e37&id=5G41&n=1&d=10&s=1&alea=I163&uuid=8812e&id=5G42&n=7&d=10&alea=EfW6&uuid=78f28&id=5G42-1&n=4&d=10&s=3&s2=false&alea=sG87&v=can&selectedExercises=%7B%22isActive%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%5D%7D&questionsOrder=%7B%22isQuestionsShuffled%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%2C16%2C17%2C18%2C19%5D%7D parallélogrammes]//coopmaths.fr/alea/?uuid=b611a&id=5G40&n=1&d=10&s=5&alea=i3jj&uuid=af2c2&id=5G40-1&n=3&d=10&s=3&alea=FA2D&uuid=588fe&id=5G40-2&n=4&d=10&alea=9c7O&uuid=37e37&id=5G41&n=1&d=10&s=1&alea=I163&uuid=8812e&id=5G42&n=7&d=10&alea=EfW6&uuid=78f28&id=5G42-1&n=4&d=10&s=3&s2=false&alea=sG87&v=can&selectedExercises=%7B%22isActive%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%5D%7D&questionsOrder=%7B%22isQuestionsShuffled%22%3Afalse%2C%22indexes%22%3A%5B0%2C1%2C2%2C3%2C4%2C5%2C6%2C7%2C8%2C9%2C10%2C11%2C12%2C13%2C14%2C15%2C16%2C17%2C18%2C19%5D%7D parallélogrammes]

   le quadrilatère est non croisé et ses côtés opposés sont de même longueur deux à deux ;
   il est convexe et ses angles opposés ont la même mesure deux à deux ;
   ses angles consécutifs sont supplémentaires deux à deux ;
   c'est un trapèze (non croisé) dont les bases ont même longueur.

jeudi 11 janvier 2024

fr.wikiversity.org/wiki/Triangles_et_parall%C3%A8les/Th%C3%A9or%C3%A8me_de_Thal%C3%A8s#Exemple_3//fr.wikiversity.org/wiki/Triangles_et_parall%C3%A8les/Th%C3%A9or%C3%A8me_de_Thal%C3%A8s#Exemple_3

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