•Be e a ey.f fore per o grmin ach u ca cl l t t /io esn p, r s he [ON C] k
a a e a• Pre o esi n l te acl [ / ]ON C n dtes cad cálcu o.l
•An de a a u e o e a ec ates execut r cad cálc lo p, r ssi n t l [ / ].ON C
•Dr w N Cücke e e e e en e o de u h Si v r m A sfür n in r B rechnung j e eil is d [O / ] t Tas e.
• Avant d’e e e af tfec uer chaqu calcu pl, r s zse l t / ].ou hec [ON C
f t t t [• Pri ima d fe et u un o pa ascre ci ca cl lo, re emer il as o ON/ ].C
•Al i i ivo en n br s ee e ew rk ng u t t e vo ne er d e e e e en u op dt to t [ / ] ts ON C d ukkr n.
• řF r r h ev , [ / ] t b n ge er g in t pryk ĺON C tas en to gange.
• е едП р на алч ом вычи ий ислен нажм те клавишу [ON C/ ].
•Prz cz czeed o rozp ęci le om b i ń ąć n należy acisn k slawi z [ON C/ ].
[ /ON C] •
•Prz cz czeed o rozp ęci le om b i ń ąć n należy acisn k slawi z [ON C/ ].
•
• Πριν π ποραγματο ιή θε πσετε κά ράξη, [ ].π πλήκατή τε τοσ τρο ON/C
/ l l Ca cu a xal tion E mp es
/ j l l E mp os dl e ca cu aci nó
/ l l l Exemp o de ca cu os
/ i le Be chnungsbe spre i e
/ l l ls Exemp es de ca cu
/ i l l l le Operaz one de ca co o norma
/ l l Stap enp van ge onew ca cu a esti
E Kxample ey a Oper tion ayDi lsp
1 2 3 x x = 6 [ /ON C] 0.
1 2 3 ] [ x ] [ x [ ] = 6.
2 3 2 2 3 x 6 [ / ]= ON C [ x ] [ ]CE [ = ] 6.
8 8– 53 = [ ] [ ] [ ] + – 3 = 5.
7 9 63 7 x = [ ÷ ] [ ] [ ] x 9 = 63.
2 4 6 12 2 3 + + = [ / ] ON C [ ]+ [ ] 6+ 6.
[ /ON C] 0.
2 4 6 [ ] + ][ + ][ = 12.
6 7 5 17 6 4 7 5 7 + 4 + . = .5 [ ] + [ ] + . [ ] = 1 .5
3 6 – – 4 [ = 7 3– – – – ] 6 [ ] [4 = ] 7.
5 3 x ÷ . [ ] [ ] [ ]0 2 = 75 5 x 3 ÷ 0 2. = 75.
300 7 81 300 27 x 2 % = [ ] x [%] 81.
. [ [ ] x 100% = 20% 11 2 ÷] 56 % 20.
30 300 40 420 300 40 20 + ( x %) = [ + ] [ ]% 4 0.
3 0 30 40 80 3000 – ( 0 x %) = 1 [ – ] [ ]40 % 1 0.8
54 ] [ ] [ ] [ = 625 5 [ x = = ]= 6 5.2
/ l i i i A mi lnde g regn n pgso e ar t on
/ Примеры ра овсчёт
/ l li Przyk ado ew ob czeñ
/
/ l l i iCa ar ka ku as b asa
/
/ Παρα αδείγμ τα υπο ολ γισμών
56
11.2
[ON/C]