Perform a logical AND on the following two binary strings: 1110111101110 0101011101001 Perform a logical OR on the following two binary strings: 1110111101110 0101011101001 Perform a logical XOR on the following two binary strings: 1110111101110 0101011101001
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4.Logical operations. Neatly align your result under the operands.
Perform a logical AND on the following two binary strings:
1110111101110
0101011101001
Perform a logical OR on the following two binary strings:
1110111101110
0101011101001
Perform a logical XOR on the following two binary strings:
1110111101110
0101011101001
Step by step
Solved in 3 steps
- shift left/right: Shifting means exactly that, shift all the bits in the first operand either left or right the number of time indicated in the second. The second operand should be an integer value. If it is not, then truncate it (pretend the fractional part does not exist). If a shift left would push a bit off of the 'front', it is lost and causes an overflow. Report the overflow and print the bits left over after the shift. If a shift right would push a bit off of the 'back', it is lost and causes an underflow. Report the underflow and print the bits left over after the shift. e.g. (shift 2 to the left 1 time .. in essence multiply by 2) $ ./compu "000101000010" $ OKAY 1000 (shift 2 to the left 1.5 times .. not an int) $ ./compu "000101000011" $ NINT 1000 (shift 2 to the left 2 times .. in essence multiply by 4, but we can't represent 8) $ ./compu "000101000100" $ AOVR 0000 (shift 1.0 to the left 1 time .. in essence divide by 2) $ ./compu…Identify the postfix version of this infix expression: (a + b) * (c / d) a b c d + * / a b + c d / * a b + * c d / c d / a b + *this is COmputer machine architecture ! Help me fix the following code as theres an error. what were trying to accoplish; The assignment is to create a MIPS program that corrects bad data using Hamming codes. The program is to request the user to enter a 12-bit Hamming code and determine if it is correct or not. If correct, it is to display a message to that effect. If incorrect, it is to display a message saying it was incorrect and what the correct data is (the 12-bit Hamming code) again in hex. I will be testing only with single bit errors, so the program should be able to correct my tests just fine. You do not need to worry about multiple bit errors. # This program corrects bad data using Hamming codes # It requests the user to enter a 12-bit Hamming code and determines if it is correct or not # If correct, it displays a message to that effect. If incorrect, it displays a message # saying it was incorrect and what the correct data is (the 12-bit Hamming code) again in hex. # This…
- Write a regular expression for each of the following sets of binary strings. Use only the basic operations. all binary strings except empty string begins with 1 and ends with a 1 ends with 00 contains at least three 1sQ5: Simplify the following Boolean expression using the Karnaugh mapping technique: X Y + YZ +Y ZAfter scattering a 0.80 nm x-ray photon from a free electron, it bounces back at 1.4 x106 m / s. Write the C ++ code that finds the Compton shift in the wavelength of the photon and the angle at which the photon scatters.
- Convert infix to postfix a. Convert this infix expression to postfix. PPT to do the conversion (you can do manually or by inspection, or by computer programming etc.) 1 – 1 + 1 – 1 + 1 -1 b. After conversion, evaluate the postfix expression. Show the step by step calculation. c. Verify that agrees with the result of using the original infix expression.4. Convert the following Boolean expression to the sum of minterms form. f(a, b, c) = a'b' + bc + ac' 5. Convert the following Boolean expression to the product of maxterms form. f(a, b, c) = a + bcWhen using the EXCEPT (MINUS) operator, the order of the operands is significant, but when using the UNION operator, it is not.
- 1. Convert infix to postfix ((A+B)*(C-D)+E)/(F+G) (A+B/C*(D+E)-F) A+(B*C-(D/E-F)*G}*HWrite a regular expression for each of the following sets of binary strings. Use only the basic operations. contains the substring 110 doesn't contain the substring 110 whose tenth symbol from the right is 1 not containing 101 as a substringConstruct the FSA or NDFSA that accepts the following strings a. aaabc, aaaabc, aaaaabc,…… b. aabbcc, aaabbbccc, aaaabbbbcccc,….