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S-33
Funciones Gamas de ingreso
nCr
0Ϲ n 1҂10
10
, 0Ϲ r Ϲ n (n y r son enteros)
1Ϲ [n!/{r!(nr)!}] 1҂10
100
Pol(x, y)
ȊxȊ, ȊyȊ Ϲ9,999999999҂10
49
(x
2
+y
2
) Ϲ9,999999999҂10
99
Rec(r,
)
0Ϲ r Ϲ9,999999999҂10
99
θ: Similar a senx
ȊaȊ, b, c 1҂10
100
°’ ”
0 Ϲ b, c
ȊxȊ1҂10
100
Conversiones Decimal Sexagesimal
0°0°0°Ϲ ȊxȊ Ϲ999999°59°
x0: –1҂10
100
ylogx100
^(x
y
)
x҃0: y0
x0: y҃n, (n es un entero)
Sin embargo: –1҂10
100
ylogȊxȊ100
y0: x G 0
–1҂10
100
1/x logy100
x
y
y҃0: x0
y0: x҃2nѿ1, (n G 0; n es un entero)
Sin embargo: –1҂10
100
1/x logȊyȊ100
a
b
/c
SD
ȊxȊ 1҂10
50
xn, yn, o, p: n G 0
Ȋ
yȊ 1҂10
50
xn1, yn1, A, B, r :
(REG)
Ȋ
nȊ 1҂10
100
n G 0, 1
* Para un cálculo simple, el error de cálculo es ±1 en el
décimo dígito. (En el caso de una presentación
exponencial, el error de cálculo es ±1 en el último dígito
significante.) Los errores son acumulativos en el caso
de cálculos consecutivos, que también puede ocasionar
que lleguen a ser grandes. (Esto también se cumple en
el caso de cálculos consecutivos internos que se realizan
en el caso de ^(
x
y
),
x
y , x!,
3
, nPr, nCr, etc.)
En la vecindad de un punto singular de la función y punto
de inflexión, los errores son acumulativos y pueden llegar
a ser grandes.
El total de enteros, numeradores, y denomina-
dores debe ser de 10 dígitos o menos (inclu-
yendo las marcas de división).
1
2
n+1
1
n
35


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