Fundamentals of Data Representation Flashcards
(47 cards)
Integer Numbers
Set of whole numbers, including positive and negative and zero
Z
Rational Numbers
Set of integer numbers but can contain fractional parts
Q
Irrational Number
Numbers which cannot be written as an exact fraction
No Symbol
Real Numbers
All possible real world quantities
R
Ordinal Numbers
Describe the numerical position of an object in relation to others
Kibibyte in Bytes
2^10
Mebibyte in Bytes
2^20
Gibibyte in Bytes
2^30
Tebibyte in Bytes
2^40
Kilobyte in Bytes
10^3
Megabyte in Bytes
10^6
Gigabyte in Bytes
10^9
Terabyte in Bytes
10^12
Unsigned Binary Numbers
Only represent positive numbers
Signed Binary Numbers
Allow for the representation of negative numbers
Absolute Error with Equation
Actual amount by which a value is inaccurate
Difference between the values
Relative Error with Equation
The measure of uncertainty between a given value compared to the actual value relative to the size of the given value
Relative Error = Absolute Error / Actual Value
Underflow Error
When numbers are too small to be represented with bits available
Overflow Error
When numbers are too large to be represented with bits available
ASCII
Character set which can represent alphanumeric characters or symbols as a set of 8 bits (128 different characters)
Unicode
Character set which includes more characters and symbols than ASCII as a set of 8 bits
Parity Bit
Single bit which is added to a transmission of data in order to check for errors. Even and odd parity (Counts number of 1s)
Majority Voting
Error checking technique where each bit of the data is transmitted multiple times where the most occurring value is taken, can check and correct the error
Checksums
Error checking technique where a piece of data is added to the block of data in order to enable error detection