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            <Attribute name="description"> Utiliser la droite graduée pour comprendre pourquoi diviser par une fraction c&#39;est multiplier par son inverse. Pour diviser  8/3 par 1/3, on compte le nombre de sauts de 1/3 à faire à partir de 0 pour atteindre 8/3. (8/3 )÷(1/3)=8/3×3.</Attribute>
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            <video:title>Comprendre la division d&#39;une fraction par une autre</video:title>
            <video:description> Utiliser la droite graduée pour comprendre pourquoi diviser par une fraction c&#39;est multiplier par son inverse. Pour diviser  8/3 par 1/3, on compte le nombre de sauts de 1/3 à faire à partir de 0 pour atteindre 8/3. (8/3 )÷(1/3)=8/3×3.</video:description>
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            <video:description>Diviser deux fractions, c’est multiplier la première fraction par l’inverse de la deuxième. Il suffit  donc de trouver l&#39;inverse (permuter le numérateur et le dénominateur) de la seconde fraction puis de procéder comme pour une multiplication. </video:description>
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