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            <video:description>Quelle est la différence entre vitesse et vitesse algébrique (parfois appelée vélocité) ? La vélocité (v) est une grandeur vectorielle donnée par le rapport entre le déplacement (changement dans la position, Δs) et le temps (Δt). D&#39;où la relation v = Δs/Δt. La vitesse est une grandeur scalaire, donnée par le rapport entre le déplacement effectif, d, et le temps (Δt). Si l&#39;objet a effectué un aller-retour et est revenu à son point de départ, Δs=0, et sa vélocité est nulle. Par contre, il a effectué un déplacement d et sa vitesse moyenne, elle, n&#39;est pas nulle.</video:description>
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            <Attribute name="description">La vitesse est donnée par la distance parcourue, divisée par le temps de parcours. Pour déterminer un temps de parcours, il faut diviser la distance parcourue par la vitesse. Par exemple, si Corinne, en voiture, roule à une vitesse de 45 km par heure, et parcourt 225 km, le temps de parcours est de 225/45 = 5 heures.</Attribute>
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            <video:description>La vitesse est donnée par la distance parcourue, divisée par le temps de parcours. Pour déterminer un temps de parcours, il faut diviser la distance parcourue par la vitesse. Par exemple, si Corinne, en voiture, roule à une vitesse de 45 km par heure, et parcourt 225 km, le temps de parcours est de 225/45 = 5 heures.</video:description>
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            <video:description>Dans cet exercice résolu, on calcule le déplacement d&#39;un objet en un certain temps, connaissant sa vitesse. On voit comment la vitesse algébrique, le temps et le déplacement sont liés entre eux. On montre aussi qu&#39;il est important d&#39;avoir une cohérence des unités, et comment les convertir.</video:description>
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