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In Binary-Coded Decimal (BCD) addition, the digit 6 plays a crucial role as a threshold for determining whether a correction is needed after standard binary addition. BCD represents decimal digits using four bits, and if the sum of two BCD digits exceeds 9 (which is 1001 in binary), a correction of 6 (0110 in binary) is added to bring the result back into valid BCD range. This adjustment ensures that the resulting sum correctly represents decimal values. Thus, 6 is effectively used to convert invalid BCD results back into valid representations.
To convert the decimal number 438 into Binary-Coded Decimal (BCD) form, we first represent each digit separately in binary. The digits of 438 are 4, 3, and 8, which in BCD are 0100, 0011, and 1000, respectively. To achieve odd parity, we need to ensure the total number of 1s in each BCD representation is odd. Therefore, we add an additional 1 to the BCD of 4 (making it 0101) and leave the BCDs of 3 (0011) and 8 (1000) unchanged, resulting in the odd parity BCD representation of 438 as 0101 0011 1000.
check this link for the code:http://www.dnatechindia.com/index.php/Code-Library/8051_ASSEMBLY/12-bit-HEX-to-BCD-Convertor.htmlhttp://www.dnatechindia.com/index.php/Code-Library/8051_ASSEMBLY/8-bit-HEX-to-BCD-convertor.htmlA: The conversion is simple really a group of FOUR bits are usually the best method to simplify a BCD of four bits in hexadecimal. Example 1111 is just written F If it was written in octal the bits will be 3 as 111 or 7. As BCD becomes longer and longer these two methods were used to simplify the code a128 bits in BCD will be 8 zeros and ones or simply FF in octal notation it becomes 277
BCD is a decimal number. BCD is one specific way to store decimal numbers in computer memory.
To represent the decimal number 47 in Binary-Coded Decimal (BCD), you first separate the digits: 4 and 7. In BCD, each digit is represented by its 4-bit binary equivalent. Therefore, 4 is represented as 0100 and 7 as 0111. Combining these, 47 in BCD is expressed as 0100 0111.
explain decimal to BCD encoder
Write a program to convert a 2-digit BCD number into hexadecimal
BCD can be converted into 7segment display by using an encoder.
WRITE A PROGRAM TO CONVERT A 2-DIGIT bcd NUMBER INTO HEXADECIMAL
Example Binary 00111000 Convert to Decimal 56 Convert to BCD by using groups of four binary numbers for each digit 5 6 0101 0110
66666
Multiply by 16. ANSWER: The answer is bcd 11 = 3 111 = 7 1111 i= F 01111 =E and so foirth
All possible 2-bit numbers ... 0, 1, 2, and 3 ... are the same in BCD and binary. No conversion is required.
Write a program to convert a 2-digit BCD number into hexadecimal
BCD (Binary Coded Decimal) output can be generated using decimal-to-BCD conversion algorithms. One common method involves dividing the decimal number by 10 and storing the remainder as the Binary Coded Decimal digit. This process is repeated until all decimal digits are converted into BCD form. Alternatively, some microcontrollers have built-in instructions to directly convert decimal numbers to BCD format.
To convert BCD (Binary-Coded Decimal) to hexadecimal using the 8086 instruction set, you can use the AAM (ASCII Adjust AX After Multiply) instruction after performing the necessary arithmetic operations. First, load the BCD value into a register (e.g., AL), then multiply it by 10 if needed to adjust for BCD format. Finally, use AAM to convert the resulting value into hexadecimal format, where the high and low nibbles of AL will represent the hexadecimal digits. Make sure to handle any values that exceed the BCD range appropriately.
the first time write the binary coded decimal as input write its truth tablle to nine and after nine put the all position dont care to number fifteen same is also for excess three write its truth table to 9 and from 9 to 15 dont care then simplifiy each output coloumn by K_MAp to find out th circiut