binary digit

Frequency: 7.015.2 per million words

a digit in the binary system, 0 or 1; a bit

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Examples (20)

  • A computer processes information using the binary digit, which can be either a 0 or a 1.
  • A binary digit, or bit, can only be a 0 or a 1.
  • Each binary digit is commonly referred to as a 'bit'.
  • Computers process information using sequences of binary digits.
  • The storage capacity of this drive is measured by the total number of binary digits it can hold.
  • Each character you type is represented by a unique series of binary digits.
  • Early computers relied on physical switches to represent each binary digit.
  • The signal was converted into a stream of binary digits for transmission.
  • A sequence of eight binary digits forms what is known as a byte.
  • The state of a single transistor can represent one binary digit.
  • In data transmission, an extra binary digit is often added for parity checking.
  • Can you explain how a binary digit is used to store an image?
  • The programmer directly manipulated the value of a single binary digit to debug the error.
  • The concept of the binary digit is fundamental to all modern computing.
  • Unlike a classical binary digit, a qubit can represent both 0 and 1 simultaneously.
  • The file contained millions of binary digits.
  • Information theory is fundamentally based on the concept of the binary digit.
  • Understanding how to manipulate a single binary digit is the first step in learning digital logic.
  • To represent the decimal number 5, you would use the binary digits '101'.
  • The term 'bit' is a contraction of 'binary digit'.