fixed-point number Sentence Examples
- In the realm of computer science, fixed-point numbers play a crucial role in representing fractional values with a finite number of bits.
- Fixed-point numbers are widely used in various applications, including signal processing, digital filters, and financial calculations.
- Unlike floating-point numbers, fixed-point numbers possess a fixed number of fractional bits, providing advantages in terms of speed and simplicity of implementation.
- The precision of a fixed-point number is determined by the number of fractional bits available, with more bits resulting in higher accuracy.
- Arithmetic operations on fixed-point numbers follow specific rules to ensure proper handling of the fractional part, such as rounding and truncation.
- Scaling is a technique commonly employed with fixed-point numbers to adjust the range of values they can represent, enabling efficient utilization of the available bits.
- Fixed-point numbers are often stored in memory using a two's complement representation to facilitate efficient arithmetic operations.
- Applications that require high precision may employ multiple fixed-point numbers to represent a single value, effectively increasing the overall precision.
- In computer graphics, fixed-point numbers are frequently used for representing colors and coordinates due to their speed and ease of manipulation.
- The adoption of fixed-point numbers in specialized hardware, such as digital signal processors (DSPs), further enhances their performance and efficiency in various applications.
fixed-point number Meaning
Wordnet
fixed-point number (n)
a number represented in fixed-point notation
Synonyms & Antonyms of fixed-point number
No Synonyms and anytonyms found
FAQs About the word fixed-point number
a number represented in fixed-point notation
No synonyms found.
No antonyms found.
In the realm of computer science, fixed-point numbers play a crucial role in representing fractional values with a finite number of bits.
Fixed-point numbers are widely used in various applications, including signal processing, digital filters, and financial calculations.
Unlike floating-point numbers, fixed-point numbers possess a fixed number of fractional bits, providing advantages in terms of speed and simplicity of implementation.
The precision of a fixed-point number is determined by the number of fractional bits available, with more bits resulting in higher accuracy.
