Test: Juego-1ro-s2 (1º - Bachillerato


Juego-1ro-s2Versión en línea Juego- Sistema de numeración por Ilen Rivero Pouymiro 1 Convierte del sistema decimal (25) a binario a 1100111 b 11001 c 10011 d 10101 2 Convierte del sistema decimal (646) a octal a 1204 b 1206 c 1301 3 Convierte del sistema octal (7743) a decimal a 4067 b 3658 c 4231 d 4165 4 Convierte del sistema binario (1010010) a decimal a 87 b 78 c 82 5 Convierte del sistema decimal (5432) a quinario a 133212 b 132221 c 134235 d 135562 Explicación 1 https://www.youtube.com/watch?v=kXYGtOCGMeQ 2 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5 https://lh5.googleusercontent.com/-mTaUeDFMa74/TWlgd6QkFPI/AAAAAAAAAAU/jKyAgn0SKNU/s1600/Quinario.JPG

1

Convierte del sistema decimal (25) a binario

a

1100111

b

11001

c

10011

d

10101

2

Convierte del sistema decimal (646) a octal

a

1204

b

1206

c

1301

3

Convierte del sistema octal (7743) a decimal

a

4067

b

3658

c

4231

d

4165

4

Convierte del sistema binario (1010010) a decimal

a

87

b

78

c

82

5

Convierte del sistema decimal (5432) a quinario

a

133212

b

132221

c

134235

d

135562

Explicación

1

https://www.youtube.com/watch?v=kXYGtOCGMeQ

2

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3

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4

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5

https://lh5.googleusercontent.com/-mTaUeDFMa74/TWlgd6QkFPI/AAAAAAAAAAU/jKyAgn0SKNU/s1600/Quinario.JPG

Juego-1ro-s2

Test

Descarga la versión para jugar en papel

Creada por

Top 10 resultados

Top juegos

Mapa Interactivo

13 Colonies Map

Relacionar Columnas

The Bill of Rights

Memory

NEW JEANS

Mapa Interactivo

Heart Labeling

Mapa Interactivo

Blank Keyboard Test

Juego-1ro-s2Versión en línea

por Ilen Rivero Pouymiro

Convierte del sistema decimal (25) a binario

Convierte del sistema decimal (646) a octal

Convierte del sistema octal (7743) a decimal

Convierte del sistema binario (1010010) a decimal

Convierte del sistema decimal (5432) a quinario

Explicación