Система команд ЭКВМ: различия между версиями

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Строка 19: Строка 19:
|- align="center"
|- align="center"
!0
!0
|[[00|0]]
|[[00|0]] || [[01|1]] || [[02|2]] || [[03|3]] || [[04|4]] || [[05|5]] || [[06|6]] || [[07|7]] || [[08|8]] ||[[09|9]]
|[[01|1]]
|[[0A|,]] || [[0B|/-/]] || [[0C|ВП]] ||[[0D|Сx]] || [[0E|В↑]] || [[0F|FВx]]
|[[02|2]]
|[[03|3]]
|[[04|4]]
|[[05|5]]
|[[06|6]]
|[[07|7]]
|[[08|8]]
|[[09|9]]
|[[0A|,]]
|[[0B|/-/]]
|[[0C|ВП]]
|[[0D|Сx]]
|[[0E|В↑]]
|[[0F|FВx]]
|- align="center"
|- align="center"
!1
!1
|[[10|+]]
|[[10|+]] || [[11|-]] || [[12|×]] || [[13|÷]] || [[14|↔]]
|[[11|-]]
|[[15|F 10<sup>x</sup>]] || [[16|F e<sup>x</sup>]] || [[17|F lg]] || [[18|F ln]]
|[[12|×]]
|[[19|Farcsin]] || [[1A|Farccos]] || [[1B|Farctg]]
|[[13|÷]]
|[[1C|F sin]] || [[1D|F cos]] || [[1E|F tg]]
|[[14|↔]]
|[[15|F 10<sup>x</sup>]]
|[[16|F e<sup>x</sup>]]
|[[17|F lg]]
|[[18|F ln]]
|[[19|Farcsin]]
|[[1A|Farccos]]
|[[1B|Farctg]]
|[[1C|F sin]]
|[[1D|F cos]]
|[[1E|F tg]]
|[[1F|(нет)]]
|[[1F|(нет)]]
|- align="center"
|- align="center"
!2
!2
|[[20|F π]]
|[[20|F π]] || [[21|F √]] || [[22|F x²]] || [[23|F 1/x]] || [[24|F x<sup>y</sup>]] || [[25|F R]]
|[[21|F √]]
|[[26|K М→Г]] || [[27|K -]] || [[28|K ИПРГ]] || [[29|K ÷]] || [[2A|K МС→Г]]
|[[22|F x²]]
|[[2B|(нет)]] || [[2C|(нет)]] || [[2D|(нет)]] || [[2E|(нет)]] || [[2F|(нет)]]
|[[23|F 1/x]]
|[[24|F x<sup>y</sup>]]
|[[25|F R]]
|[[26|K М→Г]]
|[[27|K -]]
|[[28|K ИПРГ]]
|[[29|K ÷]]
|[[2A|K МС→Г]]
|[[2B|(нет)]]
|[[2C|(нет)]]
|[[2D|(нет)]]
|[[2E|(нет)]]
|[[2F|(нет)]]
|- align="center"
|- align="center"
!3
!3
|[[30|K Г→МС]]
|[[30|K Г→МС]] || [[31|K |x|]] || [[32|K ЗН]] || [[33|K Г→М]] || [[34|K [x]]] || [[35|K {x}]] || [[36|K max]]
|[[31|K |x|]]
|[[37|K AND]] || [[38|K OR]] || [[39|K XOR]] || [[3A|K NOT]] || [[3B|K СЧ]]
|[[32|K ЗН]]
|[[3C|(нет)]] || [[3D|(нет)]] || [[3E|(нет)]] || [[3F|(нет)]]
|[[33|K Г→М]]
|[[34|K [x]]]
|[[35|K {x}]]
|[[36|K max]]
|[[37|K AND]]
|[[38|K OR]]
|[[39|K XOR]]
|[[3A|K NOT]]
|[[3B|K СЧ]]
|[[3C|(нет)]]
|[[3D|(нет)]]
|[[3E|(нет)]]
|[[3F|(нет)]]
|- align="center"
|- align="center"
!4
!4
|[[40|П0]]
|[[40|П0]] || [[41|П1]] || [[42|П2]] || [[43|П3]] || [[44|П4]] || [[45|П5]] || [[46|П6]] || [[47|П7]]
|[[41|П1]]
|[[48|П8]] || [[49|П9]] || [[4A|ПА]] || [[4B|ПВ]] || [[4C|ПС]] || [[4D|ПД]] ||[[4E|ПЕ]] || [[4F|РП]]
|[[42|П2]]
|[[43|П3]]
|[[44|П4]]
|[[45|П5]]
|[[46|П6]]
|[[47|П7]]
|[[48|П8]]
|[[49|П9]]
|[[4A|ПА]]
|[[4B|ПВ]]
|[[4C|ПС]]
|[[4D|ПД]]
|[[4E|ПЕ]]
|[[4F|РП]]
|- align="center"
|- align="center"
!5
!5
|[[50|С/П]]
|[[50|С/П]] || [[51|БП]] || [[52|В/О]] || [[53|ПП]] || [[54|КНОП]] || [[55|КЭКР]] || [[56|КГРФ]]
|[[51|БП]]
|[[57|Fx≠0]] || [[58|FL2]] || [[59|Fx≥0]] || [[5A|FL3]] || [[5B|FL1]] || [[5C|Fx<0]] || [[5D|FL0]] || [[5E|Fx=0]] || [[5F|(нет)]]
|[[52|В/О]]
|[[53|ПП]]
|[[54|КНОП]]
|[[55|КЭКР]]
|[[56|КГРФ]]
|[[57|Fx≠0]]
|[[58|FL2]]
|[[59|Fx≥0]]
|[[5A|FL3]]
|[[5B|FL1]]
|[[5C|Fx<0]]
|[[5D|FL0]]
|[[5E|Fx=0]]
|[[5F|(нет)]]
|- align="center"
|- align="center"
!6
!6
|[[60|ИП0]]
|[[60|ИП0]] || [[61|ИП1]] || [[62|ИП2]] || [[63|ИП3]] || [[64|ИП4]] || [[65|ИП5]] || [[66|ИП6]] || [[67|ИП7]]
|[[61|ИП1]]
|[[68|ИП8]] || [[69|ИП9]] || [[6A|ИПА]] || [[6B|ИПВ]] || [[6C|ИПС]] || [[6D|ИПД]] || [[6E|ИПЕ]] || [[6F|РИП]]
|[[62|ИП2]]
|[[63|ИП3]]
|[[64|ИП4]]
|[[65|ИП5]]
|[[66|ИП6]]
|[[67|ИП7]]
|[[68|ИП8]]
|[[69|ИП9]]
|[[6A|ИПА]]
|[[6B|ИПВ]]
|[[6C|ИПС]]
|[[6D|ИПД]]
|[[6E|ИПЕ]]
|[[6F|РИП]]
|- align="center"
|- align="center"
!7
!7
|[[70|Kx≠0 0]]
|[[70|Kx≠0 0]] || [[71|Kx≠0 1]] || [[72|Kx≠0 2]] || [[73|Kx≠0 3]] || [[74|Kx≠0 4]] || [[75|Kx≠0 5]] || [[76|Kx≠0 6]] || [[77|Kx≠0 7]]
|[[71|Kx≠0 1]]
|[[78|Kx≠0 8]] || [[79|Kx≠0 9]] || [[7A|Kx≠0 А]] || [[7B|Kx≠0 В]] || [[7C|Kx≠0 С]] || [[7D|Kx≠0 Д]] || [[7E|Kx≠0 Е]] || [[7F|PKx≠0]]
|[[72|Kx≠0 2]]
|[[73|Kx≠0 3]]
|[[74|Kx≠0 4]]
|[[75|Kx≠0 5]]
|[[76|Kx≠0 6]]
|[[77|Kx≠0 7]]
|[[78|Kx≠0 8]]
|[[79|Kx≠0 9]]
|[[7A|Kx≠0 А]]
|[[7B|Kx≠0 В]]
|[[7C|Kx≠0 С]]
|[[7D|Kx≠0 Д]]
|[[7E|Kx≠0 Е]]
|[[7F|PKx≠0]]
|- align="center"
|- align="center"
!8
!8
|[[80|КБП0]]
|[[80|КБП0]] || [[81|КБП1]] || [[82|КБП2]] || [[83|КБП3]] || [[84|КБП4]] || [[85|КБП5]] || [[86|КБП6]] || [[87|КБП7]]
|[[81|КБП1]]
|[[88|КБП8]] || [[89|КБП9]] || [[8A|КБПА]] || [[8B|КБПВ]] || [[8C|КБПС]] || [[8D|КБПД]] || [[8E|КБПЕ]] || [[8F|РКБП]]
|[[82|КБП2]]
|[[83|КБП3]]
|[[84|КБП4]]
|[[85|КБП5]]
|[[86|КБП6]]
|[[87|КБП7]]
|[[88|КБП8]]
|[[89|КБП9]]
|[[8A|КБПА]]
|[[8B|КБПВ]]
|[[8C|КБПС]]
|[[8D|КБПД]]
|[[8E|КБПЕ]]
|[[8F|РКБП]]
|- align="center"
|- align="center"
!9
!9
|[[90|Kx≥0 0]]
|[[90|Kx≥0 0]] || [[91|Kx≥0 1]] || [[92|Kx≥0 2]] || [[93|Kx≥0 3]] || [[94|Kx≥0 4]] || [[95|Kx≥0 5]] || [[96|Kx≥0 6]] || [[97|Kx≥0 7]]
|[[91|Kx≥0 1]]
|[[98|Kx≥0 8]] || [[99|Kx≥0 9]] || [[9A|Kx≥0 А]] || [[9B|Kx≥0 В]] || [[9C|Kx≥0 С]] || [[9D|Kx≥0 Д]] || [[9E|Kx≥0 Е]] || [[9F|PKx≥0]]
|[[92|Kx≥0 2]]
|[[93|Kx≥0 3]]
|[[94|Kx≥0 4]]
|[[95|Kx≥0 5]]
|[[96|Kx≥0 6]]
|[[97|Kx≥0 7]]
|[[98|Kx≥0 8]]
|[[99|Kx≥0 9]]
|[[9A|Kx≥0 А]]
|[[9B|Kx≥0 В]]
|[[9C|Kx≥0 С]]
|[[9D|Kx≥0 Д]]
|[[9E|Kx≥0 Е]]
|[[9F|PKx≥0]]
|- align="center"
|- align="center"
!A
!A
|[[A0|KПП0]]
|[[A0|KПП0]] || [[A1|KПП1]] || [[A2|KПП2]] || [[A3|KПП3]] || [[A4|KПП4]] || [[A5|KПП5]] || [[A6|KПП6]] || [[A7|KПП7]]
|[[A1|KПП1]]
|[[A8|KПП8]] || [[A9|KПП9]] || [[AA|KППА]] || [[AB|KППВ]] || [[AC|KППС]] || [[AD|KППД]] || [[AE|KППЕ]] || [[AF|РKПП]]
|[[A2|KПП2]]
|[[A3|KПП3]]
|[[A4|KПП4]]
|[[A5|KПП5]]
|[[A6|KПП6]]
|[[A7|KПП7]]
|[[A8|KПП8]]
|[[A9|KПП9]]
|[[AA|KППА]]
|[[AB|KППВ]]
|[[AC|KППС]]
|[[AD|KППД]]
|[[AE|KППЕ]]
|[[AF|РKПП]]
|- align="center"
|- align="center"
!B
!B
|[[B0|KП0]]
|[[B0|KП0]] || [[B1|KП1]] || [[B2|KП2]] || [[B3|KП3]] || [[B4|KП4]] || [[B5|KП5]] || [[B6|KП6]] || [[B7|KП7]]
|[[B1|KП1]]
|[[B8|KП8]] || [[B9|KП9]] || [[BA|KПА]] || [[BB|KПВ]] || [[BC|KПС]] || [[BD|KПД]] || [[BE|KПЕ]] || [[BF|РKП]]
|[[B2|KП2]]
|[[B3|KП3]]
|[[B4|KП4]]
|[[B5|KП5]]
|[[B6|KП6]]
|[[B7|KП7]]
|[[B8|KП8]]
|[[B9|KП9]]
|[[BA|KПА]]
|[[BB|KПВ]]
|[[BC|KПС]]
|[[BD|KПД]]
|[[BE|KПЕ]]
|[[BF|РKП]]
|- align="center"
|- align="center"
!C
!C
|[[C0|Kx<0 0]]
|[[C0|Kx<0 0]] || [[C1|Kx<0 1]] || [[C2|Kx<0 2]] || [[C3|Kx<0 3]] || [[C4|Kx<0 4]] || [[C5|Kx<0 5]] || [[C6|Kx<0 6]] || [[C7|Kx<0 7]]
|[[C1|Kx<0 1]]
|[[C8|Kx<0 8]] || [[C9|Kx<0 9]] || [[CA|Kx<0 А]] || [[CB|Kx<0 В]] || [[CC|Kx<0 С]] || [[CD|Kx<0 Д]] || [[CE|Kx<0 Е]] || [[CF|PKx<0]]
|[[C2|Kx<0 2]]
|[[C3|Kx<0 3]]
|[[C4|Kx<0 4]]
|[[C5|Kx<0 5]]
|[[C6|Kx<0 6]]
|[[C7|Kx<0 7]]
|[[C8|Kx<0 8]]
|[[C9|Kx<0 9]]
|[[CA|Kx<0 А]]
|[[CB|Kx<0 В]]
|[[CC|Kx<0 С]]
|[[CD|Kx<0 Д]]
|[[CE|Kx<0 Е]]
|[[CF|PKx<0]]
|- align="center"
|- align="center"
!D
!D
|[[D0|KИП0]]
|[[D0|KИП0]] || [[D1|KИП1]] || [[D2|KИП2]] || [[D3|KИП3]] || [[D4|KИП4]] || [[D5|KИП5]] || [[D6|KИП6]] || [[D7|KИП7]]
|[[D1|KИП1]]
|[[D8|KИП8]] || [[D9|KИП9]] || [[DA|KИПА]] || [[DB|KИПВ]] || [[DC|KИПС]] || [[DD|KИПД]] || [[DE|KИПЕ]] || [[DF|РKИП]]
|[[D2|KИП2]]
|[[D3|KИП3]]
|[[D4|KИП4]]
|[[D5|KИП5]]
|[[D6|KИП6]]
|[[D7|KИП7]]
|[[D8|KИП8]]
|[[D9|KИП9]]
|[[DA|KИПА]]
|[[DB|KИПВ]]
|[[DC|KИПС]]
|[[DD|KИПД]]
|[[DE|KИПЕ]]
|[[DF|РKИП]]
|- align="center"
|- align="center"
!E
!E
|[[E0|Kx=0 0]]
|[[E0|Kx=0 0]] || [[E1|Kx=0 1]] || [[E2|Kx=0 2]] || [[E3|Kx=0 3]] || [[E4|Kx=0 4]] || [[E5|Kx=0 5]] || [[E6|Kx=0 6]] || [[E7|Kx=0 7]]
|[[E1|Kx=0 1]]
|[[E8|Kx=0 8]] || [[E9|Kx=0 9]] || [[EA|Kx=0 А]] || [[EB|Kx=0 В]] || [[EC|Kx=0 С]] || [[ED|Kx=0 Д]] || [[K X=0 E|Kx=0 Е]] || [[EF|PKx=0]]
|[[E2|Kx=0 2]]
|[[E3|Kx=0 3]]
|[[E4|Kx=0 4]]
|[[E5|Kx=0 5]]
|[[E6|Kx=0 6]]
|[[E7|Kx=0 7]]
|[[E8|Kx=0 8]]
|[[E9|Kx=0 9]]
|[[EA|Kx=0 А]]
|[[EB|Kx=0 В]]
|[[EC|Kx=0 С]]
|[[ED|Kx=0 Д]]
|[[K X=0 E|Kx=0 Е]]
|[[EF|PKx=0]]
|- align="center"
|- align="center"
!F
!F
|[[F0|(нет)]]
|[[F0|(нет)]] || [[F1|PБП]] || [[F2|PP В/О]] || [[F3|PПП]] || [[F4|PPП]] || [[F5|(нет)]] || [[F6|PPИП]] || [[F7|Px≠0]]
|[[F1|PБП]]
|[[F8|PFL2]] || [[F9|Px≥0]] || [[FA|PFL3]] || [[FB|PFL1]] || [[FC|Px<0]] || [[FD|PFL0]] || [[FE|Px=0]] || [[FF|(нет)]]
|[[F2|PP В/О]]
|[[F3|PПП]]
|[[F4|PPП]]
|[[F5|(нет)]]
|[[F6|PPИП]]
|[[F7|Px≠0]]
|[[F8|PFL2]]
|[[F9|Px≥0]]
|[[FA|PFL3]]
|[[FB|PFL1]]
|[[FC|Px<0]]
|[[FD|PFL0]]
|[[FE|Px=0]]
|[[FF|(нет)]]
|}
|}

Версия от 06:02, 28 октября 2013

0 1 2 3 4 5 6 7 8 9 A B C D E F
0 0 1 2 3 4 5 6 7 8 9 , /-/ ВП Сx В↑ FВx
1 + - × ÷ F 10x F ex F lg F ln Farcsin Farccos Farctg F sin F cos F tg (нет)
2 F π F √ F x² F 1/x F xy F R K М→Г K - K ИПРГ K ÷ K МС→Г (нет) (нет) (нет) (нет) (нет)
3 K Г→МС K |x| K ЗН K Г→М K [x] K {x} K max K AND K OR K XOR K NOT K СЧ (нет) (нет) (нет) (нет)
4 П0 П1 П2 П3 П4 П5 П6 П7 П8 П9 ПА ПВ ПС ПД ПЕ РП
5 С/П БП В/О ПП КНОП КЭКР КГРФ Fx≠0 FL2 Fx≥0 FL3 FL1 Fx<0 FL0 Fx=0 (нет)
6 ИП0 ИП1 ИП2 ИП3 ИП4 ИП5 ИП6 ИП7 ИП8 ИП9 ИПА ИПВ ИПС ИПД ИПЕ РИП
7 Kx≠0 0 Kx≠0 1 Kx≠0 2 Kx≠0 3 Kx≠0 4 Kx≠0 5 Kx≠0 6 Kx≠0 7 Kx≠0 8 Kx≠0 9 Kx≠0 А Kx≠0 В Kx≠0 С Kx≠0 Д Kx≠0 Е PKx≠0
8 КБП0 КБП1 КБП2 КБП3 КБП4 КБП5 КБП6 КБП7 КБП8 КБП9 КБПА КБПВ КБПС КБПД КБПЕ РКБП
9 Kx≥0 0 Kx≥0 1 Kx≥0 2 Kx≥0 3 Kx≥0 4 Kx≥0 5 Kx≥0 6 Kx≥0 7 Kx≥0 8 Kx≥0 9 Kx≥0 А Kx≥0 В Kx≥0 С Kx≥0 Д Kx≥0 Е PKx≥0
A KПП0 KПП1 KПП2 KПП3 KПП4 KПП5 KПП6 KПП7 KПП8 KПП9 KППА KППВ KППС KППД KППЕ РKПП
B KП0 KП1 KП2 KП3 KП4 KП5 KП6 KП7 KП8 KП9 KПА KПВ KПС KПД KПЕ РKП
C Kx<0 0 Kx<0 1 Kx<0 2 Kx<0 3 Kx<0 4 Kx<0 5 Kx<0 6 Kx<0 7 Kx<0 8 Kx<0 9 Kx<0 А Kx<0 В Kx<0 С Kx<0 Д Kx<0 Е PKx<0
D KИП0 KИП1 KИП2 KИП3 KИП4 KИП5 KИП6 KИП7 KИП8 KИП9 KИПА KИПВ KИПС KИПД KИПЕ РKИП
E Kx=0 0 Kx=0 1 Kx=0 2 Kx=0 3 Kx=0 4 Kx=0 5 Kx=0 6 Kx=0 7 Kx=0 8 Kx=0 9 Kx=0 А Kx=0 В Kx=0 С Kx=0 Д Kx=0 Е PKx=0
F (нет) PБП PP В/О PПП PPП (нет) PPИП Px≠0 PFL2 Px≥0 PFL3 PFL1 Px<0 PFL0 Px=0 (нет)