Casio fx-9750G PLUS Manuel de calcul - Page 6

Parcourez en ligne ou téléchargez le pdf Manuel de calcul pour {nom_de_la_catégorie} Casio fx-9750G PLUS. Casio fx-9750G PLUS 15 pages. Graphing calculator
Également pour Casio fx-9750G PLUS : Catalogue des produits (16 pages), Manuel de communication (13 pages), Manuel du programme (18 pages), Lisez d'abord ce manuel (13 pages), Manuel des fonctions (14 pages), Manuel graphique (8 pages), Manuel graphique (6 pages), Manuel graphique (12 pages), Manuel graphique (12 pages), Manuel graphique (12 pages), Manuel graphique (12 pages), Manuel graphique (10 pages), Manuel de calcul (13 pages), Manuel de calcul (18 pages), Manuel sur les nombres complexes (6 pages), Manuel de calcul (6 pages), Manuel de calcul (20 pages), Manuel de l'utilisateur (13 pages)

Imprimer la page
Casio fx-9750G PLUS Manuel de calcul

3-3 Quadratic Differential Calculations

After displaying the function analysis menu, you can input quadratic differentials
using either of the two following formats.
Quadratic differential calculations produce an approximate differential value using
the following second order differential formula, which is based on Newton's
polynomial interpretation.
In this expression, values for "sufficiently small increments of
calculated using the following formula, with the value of
= 1, 2, 3 and so on.
The calculation is finished when the value of
calculated using the last value of
h
reached.
u u u u u To perform a quadratic differential calculation
Input the function f(
58
2
2
3(
d
dx
f(x)
/
)
2
d
––– ( f (x), a, n)
2
dx
f(x – 2h) + 16 f(x – h) – 30 f(x) + 16 f(x + h) – f(x + 2h)
–
f''(x)
–––––––––––––––––––––––––––––––––––––––––––––––
=
1
h = ––––
m
5
calculated using the current value of
• Normally, you should not input a value for
n
input a value for
when required for calculation precision.
• Inputting a larger value for
Example
To determine the quadratic differential coefficient at the point
x
where
Here we will use a final boundary value of n = 6.
x
).
AK4(CALC)3(
evx+v-g,
,
a
,
n
)
Final boundary (
Differential coefficient point
2
d
––– f (a)
2
dx
m
, and the value of
m
are identical before the upper
n
does not necessarily produce greater precision.
= 3 for the function
d
dx
) vMd+
2
/
2
[OPTN]-[CALC]-[d
n
= 1 to 15)
12h
2
x
" are sequentially
m
being substituted as
f " (x)
based on the value of
f " (x)
based on the value of
n
. It is recommended that you only
y
x
3
x
2
x
=
+ 4
+
– 6
2
2
/dx
]
m
h
n
digit is