4. Complete the following Decimal to 8-bit Binary Number Conventions: A. Change following to Unsigned Binary. B. Change following to Sign + Magnitude: C. Change following to Ones Complement. (-68)10 ( 68)10 ( -68)10 )2 )sm )1c )2c (-68)10 D. Change following to Twos Complement.
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- A(n) _____ operation transforms a 0 bit value to 1 and a 1 bit value to 0.a) Convert -0.0000125 to IEEE 32-bit floating point format. b) Convert the following IEEE 32 bit into decimal. Please show the calculations for both the questions. Sign bit exponent significant 1 00001110 000100100010000000000002. Convert the following decimal numbers to 6-bit two's complement binary numbers and subtract them. Indicate whether or not the difference overflows a 6-bit result. (а) 1810 - 1210 (b) 3010 - 910 (c) -2810 - 310 (d) -1610 -2110о
- 1- Write the different numbers in base 10 a. (FA) 16 b. (101.011) 2 2. Write the following number in base 2 a. (123.22) 10 3. Realize the following additions in a 8 bits system using the 2's complement representation a. S1 = -51 +27 b. S2-51 - 27 c. S351 - 27 4. Realize the following addition using BCD representation a. S = 833 + 573This problem covers floating-point IEEE format.(a) Assuming single precision IEEE 754 format, what is the binary pattern for decimal number 6.16?(b) Assuming single precision IEEE 754 format, what decimal number is represented by this word:0 01111110 01100000000000000000000Convert decimal 6,514 and 3,274 to both BCD and ASCII codes. For ASCII, an even parity bit is to be appended at the left.
- Represent the following numbers in single precision IEEE 754 format: a. -5.2 x 10² b. 6.25 x 10-² The number 11001110₂ It is expressed in 1's Complement notation A. Obtain the number in base 10 that it represents. B. Express the number obtained in the previous paragraph in IEEE 754 single precision formatPlease help me with those questions 1. a. Convert 113 (in base 10) to a binary number using the unsigned 8-bit binary representation. b. .Convert 1001 1010 to an integer assuming that the binary sequence uses the unsigned 8-bit binary representation. Present your answer using the usual sign-magnitude base 10 representation. c.Convert the binary sequence 1010 0001 to a decimal integer assuming that the binary sequence uses the two's complement 8-bit binary representation. Present your answer using the usual sign-magnitude base 10 representation. c. Add 0100 1011 and 1011 0111 assuming that the binary number represents unsigned 8-bit integers. Present your answer as an 8-bit binary number using unsigned 8-bit representation. d. Convert the decimal -107 (written using the usual signed-magnitude base 10 representation) to a signed 8-bit binary number using the two's complement representation.1. Represent the following decimal numbers in 8 bits: (+94)10 and (–124)10 by (a) Sign-magnitude, (b) one’s complement, and (c) two’s complement representation 2. Express the following decimal numbers in Excess-3 code form: 24510, 73910, and 456710. 3. Express the following Excess-3 codes as decimals: 1000001101102 and 01111100100101102.
- 1)Using IEEE 754 representation for single precision floating point, give the 32-bit binary encoding for the numbers below.Show the sign, exponent, and mantissa (significand).a. -2.40625b. 11.2265625 2) Given the following binary number: 1101.0111, what will be its decimal numberequivalent?Perform the following conversions using IEEE 754 floating point notation. Show your work. a. represent 52.21875 in 32-bit binary floating-point format b. convert 32-bit binary floating-point number 0100 0000 0110 0000 0000 0000 0000 0000 to decimalRepresent the following decimal numbers or values according to the given requirements: a) +4 in both binary sign/magnitude and two's complement b) -6 in both binary sign/magnitude and two's complement c) -85 in two's complement d) +52 in two's complement