Perform the following binary additions:(a) 1101 + 1010 (b) 10111 + 01101
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Q: Perform the following binary addition: 11001 + 1110011_________________
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A: Given:
Perform the following binary additions:
(a) 1101 + 1010 (b) 10111 + 01101
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- 1. Perform the following binary addition: 11001 + 1110011_________________Perform the following binary divisions, assuming unsignedintegers:1. a) 11111101 ÷ 10112. b) 110010101 ÷ 10013. c) 1001111100 ÷ 1100Perform the following binary sums:a) 1101+1010b) 10111+01101Perform the following binary subtractions:a)1101-0100b)1001-0111
- Multiply 166 by 105 using unsigned 8-bit binary multiplication to form a 16-bit result. Select the correct result here. a. 0100010000010110 b. 1100010000010110 c. 1011101111101001 d. 0011101111101001Q. No. 5. Perform the addition (59F)16 + (E46)16: Q. No. 6 Using 2’s complement, perform M – N with the following unsigned binary numbers. Also check the result by performing subtraction directly. (i) M = 00011010 N = 00001101 1- 2’s complement : M+ 1 = 00011010 + 00000001Convert the following decimal fractions to binary with a maximum of six places to the right of the binary point (show the steps): a) 34.79125, b) 219.01225, c) 170.786765, d) 16.1120244375
- Perform the following operations on 8-bit unsigned numbers and indicate possible overflow 10110100 – 01101001= 01001011 00111000 + 11011101= 0100010101 10001011 + 01110101= 100000000 01110100 – 10001111= -011011Perform the following additions on signed integers, assuming a nine-bit cell.Show the sum and the effect on the indicated flags: 1 0110 0001 ADD 1 1001 1100Find 15 bit binary number of 9041 hence find 16 bit representation of-9041 perform the binary operation 100101.12/1012
- Perform the subtraction with the following unsigned binary numbers by taking the 2ʹs complement of the subtrahend, a. 11010 − 10000 b. 11010 − 1101 c. 100 − 110000Express the following values in binary notation. 1. 41/2, 2. 1 1/8 , 3.5/16Using 2’s complement, perform M – N with the following unsigned binary numbers. Also check the result by performing subtraction directly.(i) M = 11010 N = 1101(ii) M = 11010 N = 10000(iii) M = 10010 N = 10011