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Notez les points suivants pour obtenir de bonnes valeurs d’intégration.
(1) Lorsque les fonctions cycliques pour les valeurs d’intégration deviennent positives ou
négatives pour différentes divisions, effectuez le calcul pour des cycles uniques ou
divisez entre négatif et positif, puis ajoutez les résultats.
a
b
f(x)dx =
a
c
f(x)dx + (–
c
b
f(x)dx)
Partie positive (
S
) Partie négative (
S
)
(2) Lorsque des changements minimes dans les divisions d’intégration donnent des
changements importants dans les valeurs d’intégration, calculez séparément les
divisions d’intégration (divisez les grandes zones de changement en zones plus
petites), puis ajoutez les résultats.
a
b
f(x)dx =
a
x1
f(x)dx +
x1
x2
f(x)dx +.....+
x4
b
f(x)dx
2-5-9
Calculs numériques
Partie négative (S)
Partie
positive (S)
# Le fait d’appuyer sur A pendant le calcul
d’une intégrale (lorsque le curseur n’est pas
affiché à l’écran) interrompt le calcul.
#Utilisez toujours le radian (mode Rad)
comme unité d’angle pour effectuer des
intégrations trigonométriques.
# Une erreur (Time Out) se produira si aucune
solution satisfaisant la valeur de tolérance ne
peut être obtenue.
102


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