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The Hexadecimal System is base 16. It is a shorthand method for representing the 8-bit bytes that are stored in the computer system. This system was chosen.

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Presentation on theme: "The Hexadecimal System is base 16. It is a shorthand method for representing the 8-bit bytes that are stored in the computer system. This system was chosen."— Presentation transcript:

1 The Hexadecimal System is base 16. It is a shorthand method for representing the 8-bit bytes that are stored in the computer system. This system was chosen to represent identifiers because it can represent the 8-bit byte by using only two hexadecimal symbols.

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5 Convert hexadecimal numbers to decimal numbers by multiplying the hex digits by the base number of the system (Base 16) raised to the exponent of the position.

6 As with binary numbers, converting from decimal to hex is done with a system called the remainder method. In this method we repeatedly divide the decimal number by the base number (in this case 16). We then convert the remainder each time into a hex number.

7 Converting binary to hexadecimal and hexadecimal to binary is an easy conversion. The reason is that base16(hexadecimal) is a power of base 2(binary). Every four binary digits (bits) are equal to one hexadecimal digit.

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