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kk
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k Détermination des points d’intersection de deux graphes
Exemple Après avoir tracé les trois graphes suivants, déterminer les
points d’intersection du graphe Y1 et du graphe Y3
Fenêtre d’affichage: (A)
Y1 = x + 1
Y2 = x (x + 2) (x – 2)
Y3 = x
2
!5(G-Solv)
5(ISCT)
(La calculatrice entre en attente pour
la sélection d’un graphe.)
Spécifiez le graphe Y1.
w
• Chaque pression sur w fait passer de “ k
à “ ” pour la spécification du premier
graphe.
Spécifiez le deuxième graphe (ici, le graphe Y3) pour déterminer les points
d’intersection.
cw
•Utilisez f et c pour déplacer “ k ” sur le
deuxième graphe.
Les intersections sont obtenues à partir de
la gauche.
e
•L’intersection suivante à droite est obtenue.
S’il n’y a pas d’intersection à droite, rien ne
se produit lorsque vous réalisez cette
opération.
•Vous pouvez utiliser d pour revenir vers la gauche.
•S’il n’y a que deux graphes, appuyez sur 5 (ISCT) pour afficher directement
les intersections (la sélection du graphe est inutile).
•Notez que l’opération précédente peut être effectuée uniquement sur les
graphes à coordonnées rectangulaires (Y =) et sur les graphes d’inéquations.
9 - 2 Analyse d’un graphe de fonction
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