For the 4-bit binary values in the table below, show the equivalent decimal values when the data is interpreted as unsigned binary or signed binary. (4) Binary Value Signed Decimal Value Unsigned Decimal Value 1011 0110 1011 0011
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- Q3) A - Convert the Excess-3 to binary number : ( 110001011100.10001010)ex-3 B- convert each Gray code to binary: 1-( 011010001001)G 2-(59)D) Convert from Binary to Decimal a) 101101011112 (b) 11001100110.110112 I) Using Double Dabble method, convert from Decimal to Binary (a) 1443.7187510 (b)1845.31010Q1. Show the implementation of 4 bit binary to gray code (shown in below table) converter using either EPROM or PLA. In Gray code only one bit changes at a time. Binary Gray code Decimal equivalent 0000 0000 1 0001 0001 0010 0011 3 0011 0010 4 0100 0110 5 0101 0111 6. 0110 0101 7 0111 0100 8. 1000 1100 1001 1101 10 1010 1111 11 1011 1110 12 1100 1010 13 1101 1011 14 1110 1001 15 1111 1000
- Using excess-15 notation, what is the decimal equivalent of this binary number 1011001110000000. A) 0.123423 B) -0.123423 C) 0.234375 D) -0.234375 E) 0.65342 F) -0.65342 G) 0.37520 H) -0.37520 I) None among the given choices(a) Perform binary addition of the following numbers: 110111101.10011 + 100010101.11110 (b) Represent the decimal number 66245 in BCD format and calculate how many nibbles are there in this BCD number. (c) Convert the following (i) (01100.01000)2 to Decimal (ii) (015.63)10 to OctalDesign and Implementation of Binary to BCD (binary coded Decimal ) notation using Verilog code.
- ) Convert from Binary to Decimal a) 1011011012 (b) 1110010.1012 I) Using Double Dabble method, convert from Decimal to Binary (a) 255710 (b) 585.31010 III) Convert from Hexadecimal to Decimal (a) 1CB.ED716 (b) AE18A.E8B916Compute the sum of two signed binary numbers below and convert the sum to decimal format. 101010 & 100110 Also, convert the two binary numbers above to decimal format, compute the sum, and compare with the result above.How to build this circuit? (on Digital or Logisim) Binary-coded decimal is an alternative method of representing integers using binary. In it, each base-10 digit is represented by four bits, thus each nibble takes one of 10 values (0000 through 1001). Therefore, using BCD, 42 (decimal) is represented as 0100 0010 (binary) and 196 (decimal) is represented as 0001 1001 0110 (binary). Create a circuit in Logisim that accepts as input a pair of two-digit integers represented as BCD and outputs their sum in BCD. Any and all Digital components are fair game. You can assume that all inputs will be valid BCD-encoded numbers.
- 1) Convert and show ALL work: a) 89 to 8-bit, unsigned binary b) 254 to 8-bit, unsigned binary c) 11111101 d) 01101111 to decimal to decimalVII) Convert from (i) (ii) Find the binary equivalent of the BCD number (0100 1001 1001.0100 0011 0011)BCD Find the BCD equivalent of the binary number 110100010.1011026. Express the following gray code numbers as binary numhers: a) 100111100 b) 0110101 c) 10110010101 7. Express the following decimal numbers as 2421 codes: a) 168 b) 6735 c) 9021 d) 254