1.Perform the binary division 1001010.111 ÷ 101
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Q: Q1 A) How many digits in this number 110101? B) how many positions you need to convert in decimal?
A: In this question, Given number 110101? We need to determine the number of digits in this number?…
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A: .
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Q: (987.29)10=(?)8
A: Given decimal number is 987.29
Q: Question 2 Q. Calculate in binary 11111.11/11111.1*111.1
A: Given, 11111.11/11111.1*111.1 According to BODMAS, D means division and M means multiplication.…
Q: (a) Divide (100110)2 and (10)2 (b) (5667.112)8 = (?)2 (c) (987.29)10 = (?)8
A: (a) Divide (100110)2 and (10)2 First, we will convert the numbers into their decimal equivalents,…
Q: 1.5 1 0.5 |-0.5 -1 |-1.5 1 3 4 6 7 8 10 LO
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Q: Convert the following decimal number into its equivalent Octal number: (123)10
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A: Given Bit Rate Rb =100Mbps
Q: 11111+100001 in binary equal .. in decimal O a. 64 O b. 31 O c. 63 O d. 32
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Q: 741 + 5 5 ΚΩ 40 ΚΩ 20 ΚΩ να
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Q: If A=1100 and B=1011 write F in Octal where F in Decimal is A*B
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Q: 20: mu so 10
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Q: Multiply the following BINARY NUMBERS 10001.1101 X 111.11
A: As we know normal operations on binary are, 1×1=1 1×0=01+1=101-1=0 When we add 4 1's in a column…
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Q: Calculate the checksum byte for the following bytes: 5AH, 6FH, 48H, 15H, 97H. A. BD B. 1BD C. 43 D.…
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Q: 4) Convert decimal to others. a. 3489(10)=?(8) b. 209(10)=?(2) c. 9714(10)=?(8) d. 132(10)=?(2) e.…
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Q: 001005 20010050 [dx,(t)] 001 dt dx2(t) 00100 dt 001005 y(t) = [0 1 23 0010050 7876123 x, (k + Lx2(k…
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Q: 2-1. Convert these binary numbers to decimal. (a)*10110
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Q: Q1: Normalize the following numbers (a) ABCDEFH (b) 1.0000000000001B (c) 10^4 - 10^3 Q2: Code…
A: Q1: Normalize the following numbers (a) ABCDEFH (b) 1.0000000000001B (c) 10^4-10^3 Q2: Code…
Q: Convert the following Binary number (1.10010) to Hexadecimal * 2.10 В.2 O 1.9 D.A 1.0
A: It is very easy to convert binary binary to hexadecimal to convert binary to hexadecimal we must…
Q: Q1/Find( (90)10/(36)8)* (F1)16+(1100111)2=( )Gray O 1000101100 O 1010100111 O None of them O…
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Q: 2(1o01) + 2 Col01) by using Binary Addition
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Q: Add the following two numbers using conditional sum addition techniques: 1001 1101 1101 1011
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Q: O a. 11000110.011 O b. 110110010.011 O c. 11000111.101 O d. 11000110.0101
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Q: 00010101 b) Ob00110100 & 0b10010100 = 0b c) Obl1010010 ^ Ob10010100 = 0b %3! + 10010110
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Q: The 2's complement representation of (-18)10 O a. (010101)2 Ob. (101111)2 Oc. (110010)2 d. (101110)2
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Q: Multiply the following binary numbers: (a) 11 × 11 (b) 101 × 10 (c) 110×101
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Q: use pencil and paper to convert the decimal number (47.875)10 to binary 9:51 PM
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Q: Binary of Gray (1100) O 1111 O 1000 1010
A: Conversion of gray to binary is given by, gray code g3 g2 g1 g0Binary…
Q: 1. Convert (10111.101)2 to its equivalent decimal number.
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Q: 3000 in 1000 2500 so00 1500 256V 2000 Sois 4000 128V
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Q: What will be the value of after implementing Circular shift right once A1, where A1 is equal 1100…
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Q: Which of the decimal. . numbers below (if any) have the same value in 1. (12011)3 2. (3312)4 3.…
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Q: Convert (11011.011)2 to its equivalent decimal number.
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Q: 2's complement of 11001011 is
A: In this case, 2's complement of the binary number 11001011 is to be determined.
Q: Result of the following binary operation is: (0010)2 + (0111)2 + (0100)2 (1100)2 (0101)2…
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Q: For each of the problems, fill in the missing number or operator to make the equation true. (show…
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Q: a) (11101011)2 + (X)10 = (F1E.A)16 b) (1F5)16 ÷ (X)2 = (51.6)8 %3D (1001010)2 - (10101.01)2 = (X)2…
A: Number systems
Q: 1. Convert (11011.011)2 to its equivalent decimal number.
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- Q (A, B, C) = A' .B'. C +A' .B. C + A.B.C' + A.B.C Obtain the simplified function with the Karnaugh Map method in terms of minterms and maxters separately. Set the output functions separately with logic gates with ANDNOT for minterms and ORNOT for maxterms.Q (A, B, C) = A̅ .B̅. C + A̅ .B. C + A .B. Obtain the function given as C̅ + A.B.C, simplified by the Karnaugh Map method, in terms of minterms and maxters separately. Set the output functions separately with logic gates with AND NOT for minterms and OR for maxima.Q (A, B, C) = A̅ .B̅. C +A̅ .B. C + A .B. C̅ + A.B.C Karnaugh function given in the form Using the mapping method, you can use the simplified function separately in terms of minterms and maxters. obtain. Output functions with AND NOT for minterms and OR for maxters. Install separately with logic doors.
- Q (A, B, C) = A' .B'. C +A' .B. C + A.B.C' + A.B.C Obtain the simplified function with the Karnaugh Map method in terms of minterms and maxters separately. Set the output functions separately with logic gates with AND NOT for minterms and OR for maxima.Q (A, B, C) = A̅ .B̅. C +A̅ .B. C + A .B. C̅ + A.B.C. Obtain the simplified function with the Karnaugh Map method in terms of minterms and maxters separately. Set the output functions separately with logic gates with AND NOT for minterms and OR for maxima.Consider two binary numbers where the first is made of three bits whichcan be represented by X, Y, and Z, while the second is two bits and isrepresented by A and B. Design a logic circuit that multiplies X Y Z timesA B, using two half adders, one full adder in addition to AND gates.
- a. Construct a Karnaugh map for the logic function D=ABC+ A ¯ BC+AB C ¯ +BC b. Find the minimum SOP expression and realize the function, using AND, OR, and NOT gates. c. Find the minimum POS expression and realize the function, using AND, OR, and NOT gates.Q (A, B, C) = A̅ .B̅. C +A̅ .B. C + A .B. C̅ + A.B.C Karnaugh function given in the form Using the mapping method, you can use the simplified function separately in terms of minterms and maxterms. obtain. Output functions with AND NOT for minterms and OR for maxters. Install separately with logic doors.Write the function implemented by the logic circuit given below (Ground connection implies Logic 0.)
- Construct the corresponding logic circuit for the following expression using only AND gates and OR gates and INVERTERS. Do not simplify! x = AB(C+D) 6) z = (A + B + CDE) + BCDThe following Boolean function Y=f(A,B,C,D,E) =Em (0,1,2,4,5,6,10,13,14,18,21,22,24,26,29,30). Design the function with minimal logic gates using: (A) Quine-McClusky method (Tabular method) (B) Karnaugh Map Method.Prove the equality of the following boolean expression (AB)'.(CD)'=(AB+CD)'.state this theorem.implement using logic gates also