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Blz. 1-17
x is (stapelgeheugenniveau 1) voordat de toets Q wordt ingedrukt. In de
derdemachtswortel is y (stapelgeheugenniveau 2) het getal onder het
wortelteken en x (stapelgeheugenniveau 1) de wortel.
Probeer de volgende oefening met de volgende 3 factoren: (5 + 3)
× 2
5`3+ Berekent eerst (5 + 3).
2X Voltooit de berekening.
Probeer nu de eerder genoemde uitdrukkinguitdrukking:
3.` Voert 3 op niveau 1 in
5.` Voert 5 op niveau 1 in, 3 verplaatst zich naar y
3.` Voert 3 op niveau 1 in, 5 verplaatst zich naar niveau
2, 3 naar niveau 3
3.* Plaatst 3 en vermenigvuldigt, 9 verschijnt op niveau 1
Y 1/(3
×3), laatste waarde op niveau. 1; 5 op niveau 2;
3 op niveau 3
- 5 – 1/(3x3), bezet nu niveau 1; 3 op niveau 2
* 3 x (5 – 1/(3x3)), bezet nu niveau 1
23.`Voert 23 op niveau 1 in, 14.66666 verplaatst zich
naar niveau 2.
3.Q Voert 3 in, berekent 23
3
op niveau 1. 14.666 op
niveau. 2.
/ (3
× (5-1/(3×3)))/23
3
op niveau 1
2.5 Voert 2.5 op niveau 1 in
e
2.5
, gaat naar niveau 1, niveau 2 toont vorige
waarde.
+
(3
×
(5 - 1/(3
×
3)))/23
3
+
e
2.5
= 12.18369, op niveau. 1.
R
((3
×
(5 - 1/(3
×
3)))/23
3
+
e
2.5
) = 3.4905156, naar 1.
Alhoewel er in de RPN-modus wat meer nagedacht moet worden dan in de
algebraïsche (ALG) modus, biedt het gebruik van RPN talrijke voordelen. In de
5.2
3
23
33
1
53
e+
44


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