Binary coded decimals (BCD) numbers express each digit as a ___________

Binary coded decimals (BCD) numbers express each digit as a nibble. A nibble is a group of 4 bits, which can represent 16 distinct values (0-15). In BCD, each decimal digit is encoded using a separate nibble, where each nibble represents the binary equivalent of the digit. For example, the decimal number 123 would be represented in BCD as four nibbles: 0001 (1), 0010 (2), 0011 (3), and 0011 (3). Using a nibble to represent each digit is a simple and efficient way to encode decimal numbers in binary form. BCD is commonly used in computer systems where decimal arithmetic is required, such as in financial calculations or in control systems where numerical values need to be displayed on digital screens. In summary, BCD numbers express each decimal digit as a nibble, allowing for efficient and accurate representation of decimal numbers in binary form.