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S-48
k Gamas de cálculo, número de dígitos y precisión
La gama de cálculo, número de dígitos usados para el cálculo interno, y la precisión
del cálculo dependen en el tipo de cálculo que está realizando.
Gama de cálculo y precisión
Gama de cálculo ±1 × 10
–99
a ±9,999999999 × 10
99
o 0
Número de dígitos para
el cálculo interno
15 dígitos
Precisión En general, ±1 en el 10mo. dígito para un
cálculo simple. Precisión para la presentación
exponencial es ±1 en el dígito menos
significante. Los errores son acumulativos en
el caso de cálculos consecutivos.
Precisión y gamas de ingreso en el cálculo con funciones
Funciones Gama de ingreso
senx DEG 0Ϲ ȊxȊ Ͻ9҂
10
9
RAD 0Ϲ ȊxȊ Ͻ157079632,7
GRA 0Ϲ ȊxȊ Ͻ1҂
10
10
cosx DEG 0Ϲ ȊxȊ Ͻ9҂
10
9
RAD 0Ϲ ȊxȊ Ͻ157079632,7
GRA 0Ϲ ȊxȊ Ͻ1҂
10
10
tanx DEG Similar a senx, excepto cuando ȊxȊ = (2n–1)҂90.
RAD Similar a senx, excepto cuando ȊxȊ = (2n–1)҂π/2.
GRA Similar a senx, excepto cuando ȊxȊ = (2n–1)҂
100
.
sen
1
x
0Ϲ ȊxȊ Ϲ1
cos
1
x
tan
1
x 0Ϲ ȊxȊ Ϲ9,999999999҂
10
99
senhx
0Ϲ ȊxȊ Ϲ230,2585092
coshx
senh
1
x 0Ϲ ȊxȊ Ϲ4,999999999҂10
99
cosh
1
x 1Ϲ x Ϲ4,999999999҂10
99
tanhx 0Ϲ ȊxȊ Ϲ9,999999999҂10
99
tanh
1
x 0Ϲ ȊxȊ Ϲ9,999999999҂10
–1
logx/lnx 0x Ϲ9,999999999҂10
99
10
x
–9,999999999҂
10
99
Ϲ x Ϲ 99,99999999
e
x
–9,999999999҂
10
99
Ϲ x Ϲ 230,2585092
'x 0Ϲ x 1 ҂
10
100
x
2
ȊxȊ 1҂
10
50
1/x ȊxȊ 1҂
10
100
;
x G
0
3
'x ȊxȊ 1҂
10
100
x!0Ϲ x Ϲ
69 (
x es un entero)
nPr
0Ϲ n 1҂10
10
, 0Ϲ r Ϲ n (n, r son enteros)
1Ϲ {n!/(nr)!} 1҂10
100
nCr
0Ϲ n 1҂10
10
, 0Ϲ r Ϲ n (n, r son enteros)
1Ϲ n!/r! 1҂10
100
o 1Ϲ n!/(nr)! 1҂10
100
Pol(x, y)
ȊxȊ, ȊyȊ Ϲ9,999999999҂10
99
x
2
+y
2
Ϲ9,999999999҂10
99
50


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