Determine the value of the IEEE single-precision floating-point number. a) 1 10000001 01001001110001000000000 b)0 11001100 10000111110100100000000
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Problem_#09] Determine the value of the IEEE single-precision floating-point number.
a) 1 10000001 01001001110001000000000
b)0 11001100 10000111110100100000000
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- Draw a Digital clock signal using positive and negative logic for given binary stream. (11111100011100011101)Which of the following is the BCD code equivalent of the number 110001000 in the binary number system? A 001100010010 B 001110010010 C 001101000110 D 010000000111 E 00111000000124: 1’s complement of 1011101 is 0100010 Select one: True False 25: Sequential logic circuits, comprises ___________________________________ logic gates such as flip-flops only logic gates and memory elements such as flip-flops. memory elements such as flip-flops. 27: Find the 1's complement of 01100111.10101 10100100.01101 11110100.11101 10011000.01010 11100100.01001
- Determine the Decimal values of the singed binary numbers expressed in 1's complement A.) 00010111 b)11101000 c) 11101011 d)00101101Use IEEE 754 single-precision standard (32 bits) to represent (-131.8125)10, and then convert it to Hexadecimal. Now assume we are defining new 16-bit floating-point representations as shown in the figure below. Let X = 0x50A2 and Y = 0x3980 are two 16-bit floating-point numbers, represented in this format. Sign (1 bit) Exponent (5 bits) Significant (10 bits) Find the values of X and Y in decimal? Let Z = X+Y. Find 16-bit floating-point representation (in Hex) of Z? (Show how the floating-point addition is performed step by step).Determine the decimal values of the signed binary numbers expressed in 1's complement A.)00010111 b.) 11101000 c.)11101011 d.) 00101101
- Express the number 0000 0004 as an 8-bit binary number and find the complement to 2. Subtract this number from the number 0101 1011 by the method that complements it to 2.1. Floating Point Numbersa. Show the difference between IEEE 16, 32, 64, 128-bit floating-point numbers.b. Express the following numbers in hexadecimal IEEE 32-bit floating-pointformat. i. 320ii. -622. Design a circuit that implements function p below using AND, OR, and NOT gates.DO NOT change the form of the equation. ?(?0, ?1, ?2, ) = {?2(?0?1 + ?̅0?̅1)}. (?̅2 + ?̅1)4. Show how the unsigned serial multiplication method would compute M × Q where M = 10110and Q = 01101. M and Q are unsigned numbers. For each step, describe in words what is happening (shift left, shift right, add/subtract M or Q into product, set a bit, etc.), and showthe product (or partial product) for that step. (Note: Q is the multiplier and M is themultiplicand.)What range of decimal integers can be represented by a. three-bit binary numbers; b. three-digit octal numbers; c. three-digit hexadecimal numbers?
- Find the decimal equivalent of the following binary numbers:a. (1010.0101011)2 =b. (10111.101)2 =Add two binary floating-point numbers (1.101101x23)2 and (1.010101x22)2. What is the decimal floating-point number of the result?Q6 Determine the decimal values of the signed binary numbers expressedin 1's complementa. 00010111 b. 11101000 c. 11101011 d. 00101101