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D-35
Functies
Invoerbereik
nCr
0Ϲ
n 1҂10
10
, 0Ϲ r Ϲ n (n, r zijn integers)
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: Hetzelfde als sinx
ȊaȊ, b, c 1҂10
100
°’ ”
0 Ϲ b, c
ȊxȊ1҂10
100
Decimaal Sexagesimale omrekening
0°0°0°Ϲ ȊxȊ Ϲ999999°59°
x0: –1҂10
100
ylogx100
^(x
y
)
x҃0: y0
x0: y҃n, (n is een integer)
Echter: –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 is een integer)
Echter: –1҂10
100
1/x logȊyȊ100
a
b
/c
SD ȊxȊ 1҂10
50
(REG) ȊyȊ 1҂10
50
ȊnȊ 1҂10
100
*Voor een enkele berekening is de berekeningsfout ±1
bij het 10de cijfer. (Bij een exponentiële aanduiding is
de berekeningsfout ±1 bij het laatste significante cijfer.)
Fouten zijn accumulatief bij achtereenvolgende
berekeningen hetgeen er ook de oorzaak van is dat ze
groot kunnen worden. (Dit is ook het geval voor interne
achtereenvolgende berekeningen die uitgevoerd worden
in het geval van ^(
x
y
),
x
y, x!,
3
, nPr, nCr, enz.)
In de buurt van het enkelvoudige punt (singular point)
van een functie en bij het buigpunt zijn fouten
accumulatief en kunnen dus grote afwijkingen vertonen.
To taal van integer, teller en noemer dient minder
dan 10 cijfers te zijn (inclusief scheidingstekens)
1
2
n+1
1
n
xn, yn, o, p : n G 0
xn1, yn1, A, B, r :
n G 0, 1
37


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