Binary Coded Decimal (BCD) is used in scenarios where a system needs to display, manipulate, or store decimal numbers but in a binary format. In BCD, each decimal digit is represented by a 4-bit binary code. This encoding ensures that the decimal number can be processed and displayed accurately in a system that is inherently binary. Although more advanced forms of number representation are often used today in computing, BCD remains relevant in certain contexts such as electronic calculators, digital watches, and when dealing with financial data in hardware systems where exact decimal representation is critical. BCD is also important in understanding how data is translated between binary and decimal systems in embedded systems and hardware-level programming.
Translation of 'binary coded decimal' in Hindi
Word 'binary coded decimal' in Other Languages
- binary coded decimal in Assamese অসমীয়া
- binary coded decimal in Bengali বাংলা
- binary coded decimal in Bodo बड़ो
- binary coded decimal in Dogri डोगरी
- binary coded decimal in English
- binary coded decimal in Gujarati ગુજરાતી
- binary coded decimal in Hindi हिन्दी
- binary coded decimal in Kannada ಕನ್ನಡ
- binary coded decimal in Kashmiri कॉशुर
- binary coded decimal in Konkani कोंकणी
- binary coded decimal in Maithili মৈথিলী
- binary coded decimal in Malayalam മലയാളം
- binary coded decimal in Manipuri মৈতৈলোন্
- binary coded decimal in Marathi मराठी
- binary coded decimal in Nepali नेपाली
- binary coded decimal in Oriya ଓଡ଼ିଆ
- binary coded decimal in Punjabi ਪੰਜਾਬੀ
- binary coded decimal in Sanskrit संस्कृतम्
- binary coded decimal in Santali
- binary coded decimal in Sindhi سنڌي
- binary coded decimal in Tamil தமிழ்
- binary coded decimal in Telugu తెలుగు
- binary coded decimal in Urdu اُردُو
Binary Coded Decimal
Part of Speech
Noun
Pronunciation
/ˈbaɪnɛri koʊdəd ˈdɛsɪməl/
Definitions
- Noun: A class of binary encodings of decimal numbers in which each digit of the decimal number is represented by its own binary sequence, typically using four bits to represent each decimal digit (0-9).
Usage Examples
- "The computer uses binary coded decimal for converting decimal values into a format suitable for storage and computation."
- "In some older devices, binary coded decimal was used for accurate representation of numerical data."
Etymology
The term "binary coded decimal" comes from the combination of "binary" (from Latin "bini," meaning "two") and "coded decimal," referring to the encoding of decimal digits (0-9) into binary form.
Synonyms
- BCD
- Decimal binary code
Antonyms
- Pure binary
- Base-10 encoding
Translations
| Language | Translation | Pronunciation |
|---|---|---|
| Spanish | Decimal codificado en binario | /deˈsimeɾal koðifiˈkaðo en βiˈnaɾjo/ |
| French | Code décimal binaire | /kɔd deˈsimal binɛʁ/ |
| German | Binär codierte Dezimalzahl | /biˈnɛːʁ koˈdierte deˈtsiːmalˌtsaːl/ |
| Italian | Codice decimale binario | /ˈkɔdici deˈtʃimale biˈnarjo/ |
| Portuguese | Código decimal binário | /ˈkɔdigu dɛsimaɫ biˈnaɾju/ |
Regional Pronunciation Variations
- American English: /ˈbaɪnɛri koʊdəd ˈdɛsɪməl/
- British English: /ˈbaɪnɛri kəʊdəd ˈdɛsɪməl/
- Australian English: /ˈbaɪnɛri kəʊdəd ˈdɛsɪməl/
Historical Usage
Binary coded decimal became popular in early computing systems, particularly in applications where decimal numbers needed to be stored and processed efficiently. It was often used in early electronic calculators, and the encoding scheme was preferred for its simplicity and ease of conversion to the decimal system.
Cultural Nuances
In modern times, binary coded decimal is still used in specific applications such as digital clocks and financial transactions where precision and direct representation of decimal numbers are required. However, it has largely been replaced by more efficient binary systems in general-purpose computing.