SISTEMAS de NUMERACIÓN...

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Paso de NÚMERO en base DECIMAL a otras BASES...
==========================================
DIVISIÓN entera del NÚMERO entre la BASE.
RESULTADO: Último COCIENTE con los RESTOS obtenidos (Del último al primero).
EJEMPLO. NÚMERO: [ 309 ] a base 4:
309/4 = 77(1)/4 = 19(1)/4 = 4(3)/4 = 1(0) >>> 10311

Paso de BASE a NÚMERO en base DECIMAL ...
=====================================
Se SUMAN los PRODUCTOS de cada CIFRA por POTENCIAS de la BASE.
EJEMPLO. [ 10311 ] en base 4 a base 10:
1+4¹+3·4²+0·4³+1·4⁴ = 1+4+48+0+256 =

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NÚMERO: 1 6 3
=============
En base 2 => [163/2] = (1)/2 = (1)/2 = (0)/2 = (0)/2 = (0)/2 = (1)/2 = 1(0)
... >>>
En base 5 => [163/5] = 32()/5 = 6()/5 = ()
... >>>
En base 8 => [163/8] = 20()/8 = ()
... >>>

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NÚMERO: 3.029
=============
En base 4 => [3.029/4] = 757()/4 = 189()/4 = 47()/4 = 11()/4 = ()
... >>>
En base 5 => [3.029/5] = (4)/5 = (0)/5 = (1)/5 = (4)
... >>>
En base 7 => [3,029/7] = 432()/7 = 61()/7 = 8()/7 = ()
... >>>
En base 9 => [3.029/9] = (5)/9 = (3)/9 = (1)
... >>>

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NÚMERO: 2 0 7
=============
En base 2 => [207/2] = (1)/2 = (1)/2 = (1)/2 = (1)/2 = (0)/2 = (0)/2 = 1(1)
... >>> 1100 1111
En base 3 => [207/3] = 69()/3 = 23()/3 = 7()/3 = ()
... >>>
En base 5 => [207/5] = 41()/5 = 8()/5 = ()
... >>>
En base 7 => [207/7] = 29()/7 = ()
... >>>
En base 9 => [207/9] = 23()/9 > ()
... >>>

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PASO a BASE DECIMAL ...
====================
100110 en base 2 => +·2+·4+·8+·16+·32 =
2031 en base 4 => 1+3·+0·+2· =
1507 en base 8 => 7+0·+5·+1· =

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PASO a BASE DECIMAL ...
====================
1202 en base 3 => +·3+·9+·27 =
2041 en base 5 => 1+4·+0·+2· =
1503 en base 9 => 3+0·+5·+1· =

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PASO a BASE DECIMAL ...
====================
310 en base 4 => 0+1·+3· =
1402 en base 5 => +·5+·25+·125 =
3057 en base 9 => 7+5·+0·81+3· =

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SISTEMA BINARIO [5 CIFRAS]...

{"10.017_13.3594":[{"id":54068828,"answer":"00100","x":10.017,"y":13.3594}],"22.275_21.3568":[{"id":54068875,"answer":"10000","x":22.275,"y":21.3568}],"10.6621_34.1315":[{"id":54068877,"answer":"10101","x":10.6621,"y":34.1315}],"35.1782_7.79033":[{"id":54068829,"answer":"10100","x":35.1782,"y":7.79033}],"39.8557_28.404":[{"id":54068876,"answer":"01011","x":39.8557,"y":28.404}],"29.3718_42.7095":[{"id":54068878,"answer":"11110","x":29.3718,"y":42.7095}],"10.8234_54.534":[{"id":54068885,"answer":"01001","x":10.8234,"y":54.534}],"53.8879_15.8933":[{"id":54068880,"answer":"11001","x":53.8879,"y":15.8933}],"66.146_5.17733":[{"id":54068879,"answer":"01110","x":66.146,"y":5.17733}],"61.7911_25.3423":[{"id":54068881,"answer":"00111","x":61.7911,"y":25.3423}],"30.3395_60.4198":[{"id":54068886,"answer":"00001","x":30.3395,"y":60.4198}],"49.2105_50.8388":[{"id":54068887,"answer":"10010","x":49.2105,"y":50.8388}],"11.9524_70.0008":[{"id":54068891,"answer":"11011","x":11.9524,"y":70.0008}],"78.0815_13.9665":[{"id":54068882,"answer":"10111","x":78.0815,"y":13.9665}],"68.2428_41.8385":[{"id":54068888,"answer":"11000","x":68.2428,"y":41.8385}],"39.5331_71.7428":[{"id":54068893,"answer":"10110","x":39.5331,"y":71.7428}],"55.1782_62.241":[{"id":54068894,"answer":"00110","x":55.1782,"y":62.241}],"24.2105_79.9513":[{"id":54068892,"answer":"01100","x":24.2105,"y":79.9513}],"9.69438_88.6613":[{"id":54068897,"answer":"00101","x":9.69438,"y":88.6613}],"87.275_27.5594":[{"id":54068889,"answer":"11101","x":87.275,"y":27.5594}],"92.7589_4.67585":[{"id":54068883,"answer":"01010","x":92.7589,"y":4.67585}],"32.1137_90.113":[{"id":54068898,"answer":"00011","x":32.1137,"y":90.113}],"80.6621_52.0001":[{"id":54068895,"answer":"01101","x":80.6621,"y":52.0001}],"94.0492_22.175":[{"id":54068943,"answer":"01000","x":94.0492,"y":22.175}],"46.9524_85.1773":[{"id":54068899,"answer":"10011","x":46.9524,"y":85.1773}],"69.2105_73.2736":[{"id":54068900,"answer":"11100","x":69.2105,"y":73.2736}],"94.2105_45.5072":[{"id":54068953,"answer":"10001","x":94.2105,"y":45.5072}],"86.7912_68.9714":[{"id":54068901,"answer":"00010","x":86.7912,"y":68.9714}],"78.7266_84.7022":[{"id":54068942,"answer":"11010","x":78.7266,"y":84.7022}],"90.1782_89.3475":[{"id":54068944,"answer":"01111","x":90.1782,"y":89.3475}]}

Ziehe eine Antwort zum richtigen orangen Punkt.

00100

10100

10000

01011

10101

11110

01110

11001

00111

10111

01010

01001

00001

10010

11000

11101

11011

01100

10110

00110

01101

00101

00011

10011

11100

00010

11010

01000

01111

10001

	Erstellt von Ulises Yo vor mehr als 6 Jahre

Cómo convertir CANTIDADES de una base a otra ...

SISTEMAS de NUMERACIÓN...

SISTEMAS de NUMERACIÓN...

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NÚMERO: 1 6 3 ============= En base 2 => [163/2] = (1)/2 = (1)/2 = (0)/2 = (0)/2 = (0)/2 = (1)/2 = 1(0) ... >>> En base 5 => [163/5] = 32()/5 = 6()/5 = () ... >>> En base 8 => [163/8] = 20()/8 = () ... >>>

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NÚMERO: 3.029 ============= En base 4 => [3.029/4] = 757()/4 = 189()/4 = 47()/4 = 11()/4 = () ... >>> En base 5 => [3.029/5] = (4)/5 = (0)/5 = (1)/5 = (4) ... >>> En base 7 => [3,029/7] = 432()/7 = 61()/7 = 8()/7 = () ... >>> En base 9 => [3.029/9] = (5)/9 = (3)/9 = (1) ... >>>

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PASO a BASE DECIMAL ... ==================== 100110 en base 2 => +·2+·4+·8+·16+·32 = 2031 en base 4 => 1+3·+0·+2· = 1507 en base 8 => 7+0·+5·+1· =

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PASO a BASE DECIMAL ... ==================== 1202 en base 3 => +·3+·9+·27 = 2041 en base 5 => 1+4·+0·+2· = 1503 en base 9 => 3+0·+5·+1· =

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PASO a BASE DECIMAL ... ==================== 310 en base 4 => 0+1·+3· = 1402 en base 5 => +·5+·25+·125 = 3057 en base 9 => 7+5·+0·81+3· =

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Frage 8 von 8

SISTEMA BINARIO [5 CIFRAS]...

Ziehe eine Antwort zum richtigen orangen Punkt.

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NÚMERO: 1 6 3
=============
En base 2 => [163/2] = (1)/2 = (1)/2 = (0)/2 = (0)/2 = (0)/2 = (1)/2 = 1(0)
... >>>
En base 5 => [163/5] = 32()/5 = 6()/5 = ()
... >>>
En base 8 => [163/8] = 20()/8 = ()
... >>>

NÚMERO: 3.029
=============
En base 4 => [3.029/4] = 757()/4 = 189()/4 = 47()/4 = 11()/4 = ()
... >>>
En base 5 => [3.029/5] = (4)/5 = (0)/5 = (1)/5 = (4)
... >>>
En base 7 => [3,029/7] = 432()/7 = 61()/7 = 8()/7 = ()
... >>>
En base 9 => [3.029/9] = (5)/9 = (3)/9 = (1)
... >>>

PASO a BASE DECIMAL ...
====================
100110 en base 2 => +·2+·4+·8+·16+·32 =
2031 en base 4 => 1+3·+0·+2· =
1507 en base 8 => 7+0·+5·+1· =

PASO a BASE DECIMAL ...
====================
1202 en base 3 => +·3+·9+·27 =
2041 en base 5 => 1+4·+0·+2· =
1503 en base 9 => 3+0·+5·+1· =

PASO a BASE DECIMAL ...
====================
310 en base 4 => 0+1·+3· =
1402 en base 5 => +·5+·25+·125 =
3057 en base 9 => 7+5·+0·81+3· =