COMPUTER ORGANIZATION

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Presentation transcript:

COMPUTER ORGANIZATION Topic 2 COMPUTER ORGANIZATION Computer Science Mr. Ricki Zulkifli

2.1.9Binary Representation

2.1.9Binary Representation

2.1.9Binary Representation

2.1.9Binary Representation

2.1.9Binary Representation

2.1.9Binary Representation

2.1.9Binary Representation Binary to Decimal 1 + 8 + 16 + 64 + 128 = 21710

2.1.9Binary Representation

2.1.9Binary Representation

2.1.9Binary Representation Octal To Binary Ex: 5626 Binary: 101 110 010 1102

2.1.9Binary Representation Octal To Decimal (base 10) 1603810

2.1.9Binary Representation Octal To Hexadecimal (16)

2.1.9Binary Representation

2.1.9Binary Representation Hexadecimal to Binary (2) 01001111110101112

2.1.9Binary Representation Hexadecimal to Octal (8) 174148

2.1.9Binary Representation Hexadecimal to Decimal (10) 4239610

2.1.9Binary Representation Exercise : Binary 011111102 = (8) 1100101010102= (8) 10110012 = (10) 100110112 = (10) 10110011101012 = (16) 10111001101010112 = (16) Exercise : Octal 3278 = (2) 6538= (2) 372468 = (10) 712638 = (10) 7528 = (16) Decimal 15610 = (2) 433010= (8) 3175472 = (16) Hexadecimal 4F16 = (2) 1A16= (8) A3716 = (10)