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Okuqukethwe Ulwazi olubalulekile..................................................................2 Amasampula okusetshenziswa kwesibali..............................2 Uku-inishiyalayiza ....................................................................2 Amanyathelo okuvikela ingozi ................................................2 Indlela yokuphatha ephephile .................................................2 Ukususa ikhava yangaphandle ...............................................
Ulwazi olubalulekile • Imiboniso nemifanekiso (njengezimpawu zezinkinobho) ekhonjisiwe kulesisiqondiso kumsebenzisi ngeyokufanekisa kuphela, ingahluka kancane kulezozinto ezimele. • Okuqukethwe kulelibhukwana kungashintsha ngaphandle kokunikeza isaziso. • Inkampani yakwa CASIO Computer Co., Ltd. ayizukuba nasibophezelo kunanoma ngubani mayelana nokuthengwa kumbe ukusetshenziswa kwalomkhiqizo nazozonke izinto ezihambisana nawo. Ngaphezukwalokho, I CASIO Computer Co., Ltd.
• Gwema ukusebenzisa nokugcina lomkhiqizo endaweni enamazinga okushisa nokubanda aphansi kakhulu noma phezulu kakhulu, nasezindaweni ezinomswakama kanye nezintuli eziningi. • Isibalinzulu masingashayeki kanzima, singacindezeleki kanzima futhi singagotshiswa. • Ungazami ukuqaqa isibalinzulu. • Sebenzisa indwangu ethambile, eyomile ukuhlanza ingaphandle lesibalinzulu. • Uma usulahla isibalinzulu kumbe amabhetri, yiba nesiqiniseko sokuthi lokho ukwenza ngokulandela imigomo nemithetho yasendaweni yakho.
Uma umbhalo womaka Kusho lokhu: wenkinobho unalombala: Ophuzu Cindezela u 1 bese ucindezela inkinobho yokufinyelela kwinsizakusebenza efanele. Obomvu Cindezela u S bese ucindezela inkinobho yokufaka oguquguqukayo, ongaguquguquki noma uphawu olufanelekile. Ukufunda umboniso Ubuso besibalinzulu buveza lezozinhlamvu ozifakile, imiphumela yokubaliwe, kanye nezinkomba ezahlukahlukene.
9 Isilinganiso esisetshenziselwa ama-engele (amagumbi), igradiyeni. FIX Kusebenza inombolo emile (engashintshi) yamadijithi, ngemuva kwakhefana weqhezu lokweshumi. SCI Kusebenza inombolo emile (engashintshi) yamadijithi abalulekile. Math Kukhethwe isimo sobuso semvelo. Umlando wokubaliwe uyatholakala futhi ungaphinda udlalwe, noma kuneminye imininingwane ngaphezulu/ $` ngaphansi kwalokho okuveziwe. Ubuso besibalinzulu njengamanje bukhombisa umphumela Disp omaphakathi wesibalo esinxakanxaka.
Laba 1MthIO 2LineIO babalula isimo sesibonisa. Math Isiboniso semvelo (MthIO) sakha amaqhezu, izinombolo ezi-irrashinali kanye nezinye izimeli ukuba zivele njengoba zibhalwa ephepheni. MthIO: Ikhetha u MathO noma u LineO. U MathO uveza okufakiwe kanye nemiphumela esebenzisa isimo esifanayo naleso esisetshenziswa uma kubhalwa ephepheni. U LineO uveza okufakiwe ngendlela efanayo no MathO, kodwa imiphumela ivela iyisimo somudwa.
c4TABLE 1f(x) ; 2f(x), g(x) Ibalula ukuthi ungasebenzisa ifanshini f(x) kuphela noma amafanshini u f(x) no g(x) kwi TABLE Modi. c5Disp 1Dot ; 2Comma Ibalula ukuthi ungasebenzisa yini icashazi kumbe ukhefana ukumela icashazi leqhezu lokweshumi emphumeleni wokubala. Icashazi liyilokhu livezwa ngesikhathi kusafakwa imininingwane. Qaphela: Uma kukhethwe icashazi njengecashazi leqhezu lokweshumi, umhlukanisi wemiphumela eminingi kuba ukhefana (,). Uma kukhethwe ukhefana, umhlukanisi kuba ikhefana-ngqi (;).
Qaphela: • Uma isibalo siba side kunobuso besibali ngesikhathi kusafakwa imininingwane yesibalo, isibuko sizozihambela ngokwaso siye ngakwesokudla bese kuvela inkomba u ]. Ngesikhathi kwenzeka lokhu, ungabuyela ngakwesobunxele ngokusebenzisa u d no e ukuhambisa inkomba. • Uma kukhethwe umboniso oveza imininingwane emqgeni owodwa, ukucindezela f kwenza inkomba ijombele ekuqaleni kwesibalo, kanti ukucindezela u c kuyenza ijombele ekugcinen I kwesibalo.
2+' 2 1+' 2 B Math ' 2 +! 2 ee 1 +! 2 = Kubalulekile: • Ezinye izinhlobo zezimeli zingenza ubude bomklamo wokubala bube bukhulu kunomugqa womboniso owodwa. Ubude obuphezulu obuvumelekile kumklamo wokubala, izibuko zokubonisa ezimbili (31 amachashazi × 2). Futhi ukufaka imininingwane kungangenzeki uma ubude besibalo osifakayo budlula umkhawulo. • Ukuhlanganisa ndawonye amafanshini nama pharenthesisi kuvumelekile.
Qaphela: Umboniso wemvelo njalo usebenzisa Imodi yokufaka, ngakho ukushintsha indlela yombukiso, usuka kweyomugqa uya kweyemvelo kuzofaka Imodi yokufaka ngokuzenzekela. Ukulungisa nokucisha isimeli Ukucisha uhlamvu olulodwa noma I fanshini: Hambisa inkomba iye ngakwesokudla kohlamvu noma I fanshini ofuna ukuyicisha, bese ucindezela u Y. Kwimodi yokuovarayitha, hambisa inkomba ibe ngaphansi kohlamvu noma I fanshini ofuna ukuyicisha, bese ucindezela u Y.
umphumela lowo ube isimo seqhezu noma isimo sa π. Isimo sika ' asizukuvela kulokhu. Izibalo eziyisisekelo Izibalo ezingamaqhezu Qaphela ukuthi indlela yokufaka amaqhezu ihlukile, kuncike ekutheni usebenzisa isiboniso semvelo noma isiboniso esiwumugqa.
Qaphela: Kufanele njalo ufake into kumadigrizi, nemizuzu, noma ngabe inani lakhona kuliqanda. 2°20´30˝ + 39´30˝ = 3°00´00˝ 2 $ 20 $ 30 $+ 0 $ 39 $ 30 $= 3°0´0˝ Shintsha u 2°15´18˝ abe liqhezu lokubalwa ngokweshumi elilingana naye. 2 $ 15 $ 18 $= 2°15´18˝ (Ishintsha ama sexagemali abe amqhezu okubalwa ngokweshumi) $ 2.
Ukudlala futhi Ngesikhathi umphumela wokubala usabinisiwe, ungacindezela u d noma u e ukuhlela isimeli osisebenzise esibalweni esidlule. 4 × 3 + 2.5 = 14.5 b 4 * 3 + 2.5 = 14.5 4 × 3 − 7.1 = 4.9 (Okuqhubekayo) dYYYY- 7.1 = 4.9 Qaphela: Uma ufuna ukulungisa isibalo, lenkomba ' ingakwesokudla kwomphumela wesibalo (bheka “Ukufunda umboniso”), cindezela u A, bese usebenzisa u d no e ukwehla wenyuka nesibalo.
Math = T4 = T3 + T2 = 2 + 1 (Ans = T4 = 3, PreAns = T3 = 2) Math = T5 = T4 + T3 = 3 + 2 Umphumela: Ukulandelana kunje {1, 1, 2, 3, 5} Abaguquguqukayo (A, B, C, D, E, F, X, Y) Isibali sakho sinabaguquguqukayo abayisishiyagalombili asebevele besethiwe, ababizwa kanje A, B, C, D, E, F, X no Y. Unganikeza amanani kulaba abaguquguqukayo futhi ungabasebenzisa ezibalweni.
Ukufekthorayiza ngezinombolo ezingahlukaniseki ngokuphelele Kwi COMP Modi, ungafektha inombolo ephelele kuze kube enamadijithi ali 10, ibe iziphindi ezingahlukaniseki ngokuphelele kuze kube ezinamadijithi amathathu. Ukufekthorayiza i 1 014 usebenzisa iziphindi ezingahlukaniseki ngokuphelele.
°, r, g : Lamafanshini abalula isilinganisi se-engela. U ° balula amadigri, u r amaradiyeni, bese u g amagradi. Faka ifunshini ekwimenu evela uma wenza lokhu okusemqoka okulandelayo: 1G(DRG'). Bheka u 3 . $, % : Amafanshini angumphindwa. Qaphela ukuthi indlela yokufaka iyehluka, kuncike ekutheni usebenzisa umbukiso oyimvelo noma umbukiso owumugqa. Bheka u 4 . log: Ifanshini emayelana nenombolo eyisibambiso. Sebenzisa inkinobho u l ukufaka u logab njengo log (a, b).
1 noma u Norm 2, i-agumenti isondezelwa kumadijithi ali 10. Ngo Fix no Sci, i-agumenti isondezelwa kumadijithi abaluliwe. Uma u Fix 3 kunguye osetshenziswayo, umphumela ka 10 ÷ 3 uvezwa engu 3.333, isibali sona sigcina inani elingu 3.33333333333333 (amadijithi ali 15) ngaphakathi ukulisebenzisa ekubaleni. Ku Rnd(10÷3) = 3.333 (ngo Fix 3), Womabili amanani, eveziwe negcinwe ngaphakathi kwisibali aba ngu 3.333.
1N(SETUP)6(Fix)3 B b 8 ! 2 e* 3 = 1= ! 2 )* 3 = 3' 2 4.243 4.243 Ukushintsha ukuvumelana okusanxande (' 2,' 2 ) kube okuvumelana okuyiphola. v B b 1+(Pol)! 2 e1)(,)! 2 e)= r=2, θ =45 1+(Pol)! 2 )1)(,)! 2 ))= r= 2 θ = 45 Ukushintsha ukuvumelana okuyiphola (' 2 , 45°) kube okuvumelana okusanxande.
Izibalo zeStathistiksi (STAT) Ukuqala isibalo sestathistiksi, yenza lokhu okusemqoka N2(STAT) ukufaka imodi u STAT, bese usebenzisa iskrini esizovela ukukhetha uhlobo lwesibalo ofuna ukulenza.
STAT 170 = 173 = 179 =ce STAT 66 = 68 = 75 = Kubalulekile: • Yonke imininingwane efakwe kwi Stat Editha ngalesosikhathi, iyasuleka njalo uma uphuma kwiModi yeStat, ushintsha phakathi kwesibalo sestathistiksi esinoguquguqukayo oyedwa nesinoguquguqukayo ngababili, noma ushintsha indlela okusethwe ngayo uStat kwi menu yokusetha. • Lokhu okulandelayo akusebenzelani no Stat Editha: m, 1m(M–), 1t(STO). UPol, uRec, kanye nezitatimende eziningi, angeke bakwazi ukufakeka nge Stat Editha.
• Ukubona amafomula erigreshini, bheka ithebhula ekuqaleni kwalengxenye yemanuwali. • m , m 1, m 2 no n ababona abaguquguqukayo. Bangamakhomandi ohlobo oluthatha i-agumenti efika kuqala ngaphambi kwabo. Bheka “Ukubala amaNani aLinganisiwe” ukuthola eminye imininingwane.
Ukubala amaNani aLinganisiwe Inani elilinganisiwe lika y lingabalelwa nanoma yiliphi inani elinikeziwe lika x, kuncikiswe kwi fomula yerigreshini etholakale ngesibalo sestathistiksi esinabaguquguqukayo abangababili. Inani lika x elihambisana nalo (amanani amabili, x 1 no x 2 , uma kuyi rigreshini ekhwadrathikhi) nayo ingabalelwa nanoma yiliphi inani lika y kwifomula yerigreshini.
Step? Faka isinyathelo sokwenyuka (i-opshini esethwe phambilini = 1). Qaphela: Isinyathelo sicacisa ukuthi inani lokuqala lizokwenyuswa kanjani ngokulandelana ngesikhathi itafula lezinombolo lakheka. Uma ubalula u Start = 1 no Step = 1, u X uzonikezwa lamanani ngokulandelana 1, 2, 3, 4, kuqhubeka, ukwakha itafula lezinombolo kuze kufike enanini lokugcina. • Ukufaka inani lesinyathelo bese ucindezela = kwacha futhi kuveze itafula lezinombolo ngokwemigomo oyibalulile.
Uhlu lokuBala, INombolo yamaDijithi, kanye nokuCophelela Uhlu lokubala, inombolo yamadijithi asetshenzisiwe ekubaleni kwangaphakathi, nokucophelela kokubala kuncibe ohlotsheni lwesibalo osenzayo. Uhla Lokubala nokuCophelela ±1 × 10–99 kuya ku ±9.999999999 × 1099 noma 0 Uhla lokubala Inombolo yamadijithi okubala 15 amadijithi ngaphakathi Ukucophelela Ngokujwayelekile, ±1 kwidijithi ye 10 esibalweni esisodwa. Ukucophelela embukisweni ongumphindwa kungu ±1 kwidijithi encane kunawowonke abalulekile.
x –1 |x| 1 × 10100 ; x G 0 3 |x| 1 × 10100 x ' x! 0 x 69 (x - uyinombolo ephelele) nPr 0 n 1 × 1010, 0 r n (n, r bayizinombolo eziphelele) 1 {n!/(n–r)!} 1 × 10100 nCr 0 n 1 × 1010, 0 r n (n, r bayizinombolo eziphelele) 1 n!/r! 1 × 10100 noma 1 n!/(n–r)! 1 × 10100 Pol(x, y) |x|, |y| 9.999999999 × 1099 x2 + y2 9.999999999 × 1099 Rec(r, θ) 0 r 9.
Amaphutha Isibali sizoveza umyalezo okhombisa ukuthi kunephutha njalo nje uma kwenzeka iphutha ngesikhathi kubalwa. Zimbili izindlela zokususa lomyalezo: Cindezela u d noma u e ukuveza lapho iphutha lenzeke khona, noma cindezela u A ukucisha umyalezo nesibalo. Ukuveza indawo lapho iphutha lenzeke khona Ngalesisikhathi umyalezo okhombisa ukuthi kunephutha usaveziwe , cindezela u d noma u e ukubuyela kwiskrini sokubala.
Iphutha le MEM engaphelele (Insufficient MEM Error) Imbangela: Umuzamo wokwenza itafula lezinombolo kwi TABLE Modi enezimo ezenza ukuthi idlule izinga eliphezulu lemigqa evumelekile. Izinga eliphezulu lemigqa ngama 30 uma kukhethwe u “f(x)” ku menu yokusetha ekusetheni itafula nama 20 uma kukhethwe u “f(x),g(x)”. Isinyathelo: Nciphisa uhlu lokubala lwetafula ngokushintsha amanani ka Start, End, no Step, bese uzama futhi.
Incasiselo Enemininingwane Amandla Adingekayo: Usayizi-AAA wamabetri R03 (UM-4) × 1 Impilo yebhetri elinganiselwe: 17 000 zamahora (ilokhu iqhubeke njalo ukuveza inkomba) Ukusetshenziswa kwamandla: 0.0002 W Amazinga okushisa esebenza ngaphansi kwawo: 0°C kuya ku 40°C Ubungako: 13.8 (ukuphakama) × 80 (ububanzi) × 162 (ubude) mm Isisindo esilinganiselwe: 100 g kubalwa nebhetri.
Isibonelo: (sin 30) + 15 v Imodeli endala (S-VPAM): s 30 + 15 = 15.5 IModeli enomboniso wemvelo oveza njengoba kubhalwa encwadini: b s 30 )+ 15 = 15.5 Ukwahluleka ukucindezela u ) njengoba kukhonjisiwe ngezansi kuyobangela ukuthi kubalwe u sin 45. s 30 + 15 = 0.
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