Show how the decimal floating point number -76.310 is stored in the computer's storage using IEEE754 32-bit single precision format. Assume "0" represents positive sign and “1" represents negative sign. Show your conversion steps clearly.
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- Perform the following number conversions. (You are required to show your conversion steps clearly.) a) (i) 7563s to decimal number (ii) 87AB16 to octal number (iii) 12344 to binary number (iv) 38.2310 to binary numberShow how the decimal floating point number-76 3 is stored in the computer's storage using IEEE754 32-bit single precision format. Assume "0 represents positive sign and "I negative sign. Show your coversion steps clearly representsShow how the decimal floating point number-76 3a is stored in the computer's storage using IEEE754 32-bit single precision format. Assume "0" represents positive sign and "I" represents negative sign Show your conversion steps clearly
- A user has entered the value -50.25. Show how the fractional number is represented in the computer system using IEEE 754 single precision format. (You are required to show your conversion steps clearly.) c)1- Given the value "OX40F40000" represents a single-precision IEEE floating-point number. Answer the following questions: (a) Represent the number in the format + 1.M × 2x (b) Find the decimal value for this number. Show your work by showing all steps needed to reach the final answer.Work on the following questions: 1. Convert the following decimal numbers into binary (show the steps): i) 75, ii) 64, iii) 1023
- Perform the following number base conversions. (You are required to show your conversion steps clearly. If the question is illogical, state the reason.) (i) 145.3510 to binary number (ii) ABCDEF16 to octal mumber (1) 1235; to decimal numberFloating point calculation: a Show the IEEE 754 representation for the decimal value -0.375 in single precision b. Find the decimal representation for the following single precision floating point number 1011,1111,0111,0000,0000,0000,0000,0000 c. Perform the addition and multiplication of the two floating point numbers in (a) and (b) in binary scientific notation, and represent the sum and product in single precision.dont use others answers show your work step by step 6a) Find the decimal represented by the 32-bit single precision floating point number for the hexadecimal value C47CD000.
- Generate the binary sequence for each decimal sequence:(a) 0 through 7 (b) 8 through 15 (c) 16 through 31(d) 32 through 63 (e) 64 through 75Calculate the following floating point addition. (3 digits are assigned for the mantissa.) Show your calculations. 0.345 x 104 + 0.767 × 103b) Perform the following number base conversions. (You are required to show your conversion steps clearly. If the question is illogical, state the reason.) (i) 145.3510 to binary number (ii) ABCDEF16 to octal number (iii) 1235s to decimal number