555555555527. How many BCD code bits and how many straight binary bits would be required to represent the decimal number 643? (a) 12 BCD, 12 binary (b) 12 BCD, 10 binary (c) 12 BCD, 9 binary (d) 16 BCD, 9 binary
555555555515. The binary coded decimal (BCD) code is a system that represents each of the 10 decimal digits as a(n) ____________. (a) 4-bit binary code (b) 8-bit binary code (c) 16-bit binary code (d) ASCII code
555555555534. The binary-coded decimal (BCD) system can be used to represent each of the 10 decimal digits as a(n): (a) 4-bit binary code (b) 8-bit binary code (c) 16-bit binary code (d) ASCII code
555555555526. Which of the following is the primary advantage of using the BCD code instead of straight binary coding? (a) Fewer bits are required to represent a decimal number with the BCD code. (b) The relative ease of converting to and from decimal. (c) BCD codes are easily converted to hexadecimal codes. (d) BCD codes are easily converted to straight binary codes.
5555555555139. Which of the following is the primary advantage of using binary-coded decimal (BCD) instead of straight binary coding? (a) Fewer bits are required to represent a decimal number with the BCD code. (b) BCD codes are easily converted from decimal. (c) the relative ease of converting to and from decimal (d) BCD codes are easily converted to straight binary codes.