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- Provide the correct answer and write a legible solution. 1. Simplify the expression G = (X’ + Y + Z’) (W + X + Y + Z) (W’ + X’ + Y’) using K- map and draw the corresponding simplified logic gate circuit.Draw the logic diagram for the following functions, then map it using NAND only technology and NOR only technology: Y = A’B’ + B (A + C)+ C’D+ DDraw the logic diagram and transistor implementation for a (2-2-2) AOI.
- Create the logic diagram of the two bits full adderConvert the BCD to Excess-3 converter to its NOR gate equivalent form. Draw the logic diagram (Not the IC diagram) of the minimized NOR gate equivalent circuit (Give me the answer correctly and calculation also )Simplify the expression G = (X’ + Y + Z’) (W + X + Y + Z) (W’ + X’ + Y’) using K- map and draw the corresponding simplified logic gate circuit.
- From the equation A' B C' + A B C D, draw the combinational minimised logic circuit using respective Logic gate symbolsAssume Vth = 1V and k = 50mA/V2. Given the schematic below, do the following: 1) Indicate and verify the state of each MOSFET and ?0 for the following input combinations. Fill-out the table below for each assumed state of the MOSFET for every input combination. Use ?ds,on approximation for linear operation. 2) Determine what kind of logic circuit is implemented in the circuit.Determine the logic equation for all four locations
- A high-performance microprocessor design requires 1 billion logic gates and is placed in a package that can dissipate 100 W. (a) What is the average power that can be dissipated by each logic gate onthe chip? (b) If a supply voltage of 1.8 V is used,how much current can be used by each gate? Assume a 25 percent duty cycle. (c) What is the totalcurrent required by the IC chip?Draw the schematic for a four-input NOR gate witha saturated load device. What are the W/L ratios ofall the transistors, based on the reference inverter ? (b) What is VL if all the logic inputs are equal to 1?Use Digital Logic Simulator Fill-in the blank boxes with the correct LOGIC GATE/ Full/Half Adder