Draw the circuitry that would implement the given. Using all possible combinations. Make a table to show the relation of Boolean equation as shown below X = (A+D) (B+C)

6. Find out the Boolean expression for the following truth table. And simplify it using POS K-Map method. After simplifying draw the circuit diagram for the result. C D B Out 0) 01 그 그 0) 10O 그 1O 그

Use Boolean algebra to reduce the equationF(x,y,z) = (x' + y' + x'y' + xy) (x' + yz) .as much as possible

5. Find out the Boolean expression for the following truth table. And simplify it using SOP K-Map method. After simplifying draw the circuit diagram for the result. B D Out O 1. O 1. 그 1. 그 0) 그 10O

Convert the following combinational circuit into a Boolean formula satis- fiability problem (conjunctive normal form). Perform the conversion in a straightforward way, as was done in class (i.e., do not try to optimize your formula). Show a truth-assignment for the variables in your formula that causes its value to be true; explain how that maps back to values for the input settings of the circuit.

12 The simplified Boolean function in SoP, which is obtained from F (A,B, C) = 7 (2, 3, 4, 5, 6, 7) is: AB + A'B' None A'B'C' АВ A'B'

Convert the following function to its corresponding canonical SOP form using boolean algebra. Write down the Minterms of the function, F(a,b,c,d) = a+b'(c+a') NB: You cannot use truth table.

answer the second question containing simplification please

Using the Laws of Boolean Algebra, convert the Boolean expression F (A, B, C) = (A + B) (?' + C) to Canonical Product-of-Sum form. SHOW FULL SOLUTION.

Given the following Boolean expression    F (A, B, C, D) = AB'C (BD + C’D) + AC' Convert the given expression F into standard SoP form (Minterms). Find the equivalent expression of F in standard PoS form (Maxterms). Find the complement of F i.e. and write the expression for  in standard PoS form (Maxterms).