Determine the output expression of the below logic circuit. A B C F
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- Design a logic circuit that performs the sum of two binary numbers in Gray code. The circuit has 5 inputs (A,B,C,D,E) of which ABC will be the first number and DE the second. Determine the number of outputs needed for the circuit, taking into account the order of drawing them in addition to using logic gates.Assuming we are given a Logic Gate network, the output of the circuit is given by the following equation Q=A.B+A.C+ A.B.C By using the Boolean Logic rules for simplification, select which of the following equations is the correct simplified one. Note that, the answer None of the above may sometimes be the correct response. Q=A+(B.C) O Q=A.(B.C) O Q=Ā. (B+C) ⒸQ=A. (B+C) None of the above O Not answeredTask 6*: Finding the Boolean expression of a given circuit using the logic converter Draw the following circuit on EWB and then find its Boolean expression using the logic converter. ABCDE Task 7*: Converting Boolean expressions to circuits using the logic converter Use the logic converter to realize the following circuit using suitable logic gates: AB'C (BD + CDE) + AC"
- Draw the equivalent logic circuit diagram of the following expressions : a. XY = F b. X + Y = F XÝZ = F c. d. XY + XZ = F e. XYZ + XÝZ = FFor the Logic Circuit shown below, Find the output function F and re-draw the circuit after simplification. •FDOLDO y FDesign a combinational logic circuit which has one output Z and a 4-bit input ABCD representing a binary number. Z should be 1 iff the input is at least 5, but is no greater than 11. Use one OR gate (three inputs) and three AND gates (with no more than three inputs each.)
- 2. The Boolean Algebra expression is given as Q = Ā(BC + BC + BC) + ABC a. Convert this logical equation into an equivalent SOP term. b. Use a truth table to show all the possible combinations of input conditions that will produce the output Q. c. Draw a logic gate diagram for the expression. d. Simplify the expression Q using Boolean Algebra. e. Draw the logic gate diagram of the simplified output Q.Design a combinational logic circuit which has one output Z and a 4-bit input ABCD representing a binary number. Z should be 1 if the input is at least 5, but is no greater than 11. Use one OR gate (three input), and three AND gates.Design a combinational logic circuit with four inputs A, B, C, D and one output F as follows. The inputs ABCD represent a four-bit unsigned binary number where A is the most significant bit and D is the least significant bit. Whenever the inputs represent an even number between 0 and 10, the output F is logic 1. Otherwise F is logic 0. Show all your working.
- Convert the following ladder logic to a Karnaugh map. A B C X D A B C B C E A.Given the function F = A’B C’ + A’BC + AB’C + ABC’,a. Derive the truth tableb. Convert to the OR–AND formc. Draw the logic circuit diagram of the simplified OR-AND form d. Draw the logic circuit diagram ofthe simplified AND-OR formDraw the given logic circuit using only NAND gates and write its output expression. B ÅÅ