Fundamentals of Data Representation Flashcards

1
Q

Binary

A

The language of the computer, consisting of 0s and 1s.

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2
Q

Bits

A

Individual units of binary, represented as 0 or 1.

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3
Q

Real numbers

A

Positive or negative numbers, including fractions and numbers with infinite decimal expansions.

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4
Q

Rational numbers

A

The ratio between two integers, can be written as a fraction or decimal.

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5
Q

Irrational numbers

A

Numbers with infinite decimal expansions that cannot be represented as fractions.

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6
Q

Ordinal numbers

A

Numerical positions used for ordering, such as in enumeration or array pointers.

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7
Q

Hexadecimal

A

A number system with 16 digits (0-9, A-F), used as a shorthand for binary.

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8
Q

ASCII

A

A character encoding standard that assigns binary values to characters.

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9
Q

Nibble

A

A group of 4 bits.

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10
Q

Byte

A

A group of 8 bits.

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11
Q

Kilobyte

A

1024 bytes.

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12
Q

Megabyte

A

1024 kilobytes.

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13
Q

Gigabyte

A

1024 megabytes.

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14
Q

Terabyte

A

1024 gigabytes.

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15
Q

Petabyte

A

1024 terabytes.

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16
Q

Real number example

A

A number like -3 or 7.

17
Q

Rational number example

A

A fraction like 1/2 or 3/4.

18
Q

Irrational number example

A

A number with infinite decimal places, like Pi.

19
Q

Ordinal number example

A

The position of a value, like the alphabetical order of characters.

20
Q

Hexadecimal example

A

A number in base 16, like DF.

21
Q

Binary to hex conversion

A

Split the 8-bit binary into 2 nibbles, convert each nibble to denary, then to hex.

22
Q

Hex to binary conversion

A

Split the hex into 2 characters, convert each character to denary, then to binary.

23
Q

Denary to hex conversion

A

Convert the denary to binary, then follow the binary to hex method.

24
Q

Hex to denary conversion

A

Multiply the first hex digit by 16, then add the second digit.

25
Data types
Different types of data that can be stored and processed by computers.
26
ASCII value
The binary value assigned to a character in the ASCII encoding standard.
27
Binary error
Errors that can occur when binary numbers are too long.
28
Binary representation
The representation of data using only 0s and 1s.
29
Binary conversion
The process of converting data to binary.
30
Binary decoding
The process of converting binary back to its original form, such as text.