Write a logic statement that corresponds with the given logic circuits:
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Write a logic statement that corresponds with the given logic circuits:
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- Q1: Let F1 = X., F2 = AB, F3 = F1+F2 Implement the above Boolean expression with logic circuit giving the truth table. ***Simplify the following expressions by applying Boolean rules. EF'G + EF' + GQ3: A majority circuit is a combinational circuit whose output is equal to 1 if the input variables have more 1's than 0's. The output is 0 otherwise. Answer 3 of the following questions: A- Design a 3-input majority circuit by finding the circuit's truth table, Boolean equation, and a logic diagram? B- Program and determine how many Configurable logic block (CLB) you wouid need for such circuit in Part A to be implemented in the FPGA then program this FPGA to emulate 3-input majority if you know that the CLB structure are: Look-Up Table (LUT) MUX A+B-t OLR C- Redesign the logic circuit of Part A using universal logic gate NOR?
- Q1: Let F1 =X.V, F2 A OB, F3 F1+ F2 Implement the above Boolean expression with logic circuit . giving the truth table.1. Elevator: Design a logic circuit that controls an elevator door in a three-story building. The circuit in Figure has 4 inputs. M s a logic signal that indicates when the elevator is moving(M=1) or stopped(M=0).F1, F2 and F3 are floor indicator signals that are normally LOW, and they go HIGH only when the elevator is positioned at the level of that particular floor. For example, when the elevator is lined up level with the second floor F2=1 and F1=F3=0. The circuit output is the OPEN signal, which is normally LOW and will go HIGH when the elevator door is to be open.(if more than one floor indicator goes HIGH then OPEN signal is considered LOW) M F1 F2 F3 Elevator circuit OPENWhich of the following logic expression represent the logic diagram
- Truth Table : (Write a python program for the following below) You must produce all seven truth tables (AND, OR, NOT, XOR, NAND, NOR and XNOR) and an eight truth table for (A ∨ B) ꚛ C = Q, using the gates logic from the Python Logic Code: AND, OR, NOT & XOR Assignment. Each gate must be a function. The output should look like this:Draw a DAG for the following expression:A = (A + B) * (- (B/D) + (D - E))Given the following expression: X .= AB + AB a) draw the circuit that represents this expression as is. b) simplify the expression using Boolean algebra rules. State your steps and the rules used.