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— 36 —
•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 achtereen-
volgende berekeningen die uitgevoerd worden in het geval
van
x
y
, x
1/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.
Funkties Invoerbereik
x 0: –1҂10
100
y log x100
x ҃ 0: y 0
x 0: y ҃ n; (n is een integer)
Echter: –1҂10
100
y log ȊxȊ100
x 0: y 0
–1҂10
100
1/y log x 100
x ҃ 0: y 0
x 0: y ҃ 2nѿ1; (m 0; m en n zijn integers)
Echter: –1҂10
100
1/y log ȊxȊ100
x
y
x
1/y
a
b
/
c
SD
Het totaal van integer, teller en noemer moet
10 cijfers of minder zijn (inklusief deeltekens).
1
2nѿ1
1
m
ȊxȊ 1҂10
50
ȊnȊ 1҂10
100
n , o : n 0
n –1 : n 0, 1
38


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