Binary Coded Decimal
Full Form of BCD
What is BCD?
Binary Coded Decimal (BCD) is a digital encoding method where each decimal digit (0-9) is represented by a fixed number of binary bits, typically 4 bits. Unlike pure binary conversion, BCD preserves the decimal structure, making it easier for humans to read and for systems that require exact decimal arithmetic, such as calculators, digital clocks, and financial applications. In India, BCD is a fundamental topic in computer science and electronics curricula, especially in courses like B.Tech, BCA, and diploma programs. It appears in competitive exams like GATE and UGC NET, where questions often test conversion between BCD and other number systems, or its use in arithmetic operations. BCD is also utilized in Indian banking systems for accurate monetary calculations, as it avoids rounding errors inherent in binary fractions. The encoding is less efficient than pure binary in terms of storage, but its ease of conversion to display digits (e.g., seven-segment displays) makes it popular in embedded systems and consumer electronics. Understanding BCD helps Indian students grasp how computers handle decimal data and the trade-offs between speed, accuracy, and simplicity in digital design.
BCD का फुल फॉर्म
बाइनरी कोडित दशमलव
Example
In the GATE 2020 exam, a question required converting the decimal number 59 to its Binary Coded Decimal representation, which is 0101 1001.