1.) How many gates inlcuding inverters, are required to implement the equation below after simplification with Boolean Algebra? x= ACD'+A'B(CD+BC
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1.) How many gates inlcuding inverters, are required to implement the equation below after simplification with Boolean Algebra?
x= ACD'+A'B(CD+BC)
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- Exclusive OR (XOR) and Exclusive NOR (XNOR) gates can be used a. as parity generators b. as parity checkers c. as comparators d. as controlled inverters e. as all of the given answersGiven the below circuit. Determine the functionality of the circuit by performing analysis procedure. 1-A. Label all gate outputs with arbitrary symbols but with meaningful names. Determine the number of initial inputs, final outputs, and arbitrary outputs of the circuit. Exclude inverters as arbitrary output for this one. (Ex. Initial inputs = 1, Final outputs = 1, Arbitrary outputs = 3). 1-B. Obtain the Initial Boolean Function for each gate outputs. (ex. T1 = AB, T2 = ABC, F = T1T2) 1-C. Obtain the Final Boolean Function of the whole circuit. (Ex. F = A + B + C) 1-D. Obtain the truth table of the whole circuit. 1-E. By examining the truth table, determine the functionality of this circuit. What does it do?Consider Lookahead Carry Generator circuit . Show how to implement this circuit using minimum number of 4x1 multiplexers and (any number of) inverters (NOT gates). Explain your solution. (you can use logic-1 and logic-0 inputs in your design, if necessary).
- Which of the following is an important feature of the sum-of-products form of expressions? • The delay times are greatly reduced over other forms. • The maximum number of gates that any signal must pass through is reduced by a factor of two. • No signal must pass through more than 2 gates (not including inverters). • All logic circuits are reduced to nothing more than simple AND and OR gates.F=A+B'C+A'BC' I need to construct the circuit in multism with an inverter, and gate, or gate.An equation in reduced SOP form, is F=AB+B'C+A'C'. I need to draw a logic circuit F using NOT/AND/OR and logoc circuit F using all NAND gates. Thank you for the help. I understood the previous types of gates but I am confused on how to draw these circuits.
- (b) For a gated S-R latch. determine the Q output for the inputs in the following Figure. Show it in proper relation to the enable input, also draw the input waveforms on your answer script. Assume that Q starts LOW. EN S R Minimize the combinational logic circuit in the following figure using Karnaugh's map only. Inverters for the complemented variables are not shown. Q2.1. How many gates including inverters, are required to implement the equation, before simplification? x=ACD'+A'B(CD+BC) A.9 B.5 C.7 D.3Problem #2: Consider the given design below: A D₂ B D₁ C-Do m7 m6 m5 3-to-8 m4 Decoder m3 m₂ m₁ mo F 1. Re-implement function F(A,B,C) using the minimum number of 4-to-1 MUX. Other gates (inverter, OR, etc) are not allowed. Complemented inputs (A’, B', C') are also not allowed, and will have to be implemented using MUX.
- Q#5. What happens when the PMOS and NMOS are interchanged with one another in an inverter? Q#6. Implement the two logic functions given by F = A + B + C and G = A + B + C + D. using cascaded dynamic logic gates4. CMOS Logic Gate The PUN of a CMOS Logic Gate is shown below Vdd Q1 B- Q2 c -dPQ3 B-dCa5 Q6 D Y (a) Determine Y from the PUN. Express your answer in Sum-of-Product form. (b) Sketch the PDN of this CMOS logic gate. (c) Transistor sizing. If we set Peg = 5 for this CMOS logic gate, find W's for Q1 through Q7 if L is set at 0.25µm.Study the circuit and determine the need for the 74LS04 inverters at the output of the XOR gates. What are the purposes of these inverters? 5W4 (LSB) DATA SW3 SWITCHES SW2 SWI FROM LOGIC SWITCH A A LSB B 6 13 2 UP A B C COUNT CLR FROM LOGIC 14 SWITCH B 21 4 91 10 12 74193 13 7 D 74L586 9+ 5V 74LS049 +5 V 3 15 142 D 16 31 DIBID ¹8 18 51 > I ill 9 L4 16 41 KS L3 L2 C Da +5V ܬܬܬܬ 14 Dala GND 16 +4 +4 14 12 4 +5V 1/2-74L$20 1/6-74LS04 --- 10 DC VOLTMETER V