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S-31
120
16
l 2
(
or
)
5
1
l l l 3
(
b
)
1101
2
0.
H
=
12d.
H
Cálculos integrales
Para un cálculo integral se requieren los siguientes
cuatro ingresos: una función con la variable
x, (a y b)
que define la gama de integración de la integral definida,
y
n que es el número de particiones (equivalente a N =
2
n
) para la integración usando la regla de Simpson.
d expresión P a P b P n T
•Utilice el modo COMP para los cálculos integrales.
Ejemplo: Calcular:
(2x
2
+ 3x + 8) dx
d
2
p
x
K
+
3
p
x
+
8 P 1 P 5 P 6 T
0.
=
150.6666667
¡Notas!
Puede especificar un número entero en la gama de 1 al
9 como número de particiones, o puede omitir el ingreso
del número de particiones completamente, si así lo
desea.
Los cálculos integrales internos pueden tomar un tiempo
considerable para completarse.
•Mientras un cálculo de integración se está llevando a
cabo internamente los contenidos de la presentación se
borran.
Cálculos con grados, minutos y
segundos
Se pueden realizar cálculos sexagesimales usando
grados (horas), minutos y segundos, y convertir entre
valores sexagesimales y decimales.
Ejemplo 1: Convertir el valor decimal 2,258 a un valor
sexagesimal.
2.258
=
2.258
A O
2°15°28.8
33


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