Implement the function f = (x1X3 + x2)(x4) using CMOS network. %3D

The final equation for the first part should be in SOP form.  the circuit should be drawn using NANDs and inverters only

Solve please

2. (CMOS Network) Construct a truth table for the following circuit. 3v 0 A B C -Z ABCZ 3. (Logic Expression) For the circuit in question 2 obtain a logic expression (in terms of AND, OR, etc.) for the output Z.

I need answer within 20 minutes please please with my best wishes

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(a) Give the truth table for the CMOS circuit in Figure P3.4. (b) Derive a canonical sum-of-products expression for the truth table from part (a). How many transistors are needed to build a circuit representing the canonical form if only AND, OR, and NOT gates are used? VDD Vx₁ V x₂ V₂ Figure P3.4 A three-input CMOS circuit.

For the stick diagram shown below, answer the following: b) ) Draw a CMOS circuit diagram (Hand drawing is fine). Draw the Euler's path graphs for PUN and PDN overlapped. Provide the Euler's path for the stick diagram shown below. Provide the Boolean function for the stick diagram below. VDD SDD SSD DIS * II D'S SD SD A B C D PUN PDN GND

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Let's design CMOS logistic gate F (A, B, C, D) = A + (B•C) + D. For PMOS transistors and NMOS transistors of the same size, consider a fabrication process that is four times the resistance of the PMOS transistor. Assume that all diffusion areas have no sharing. Unit inverter refers to a minimum-sized inverter that makes rise resistance (also called pullup resistance) and fall resistance (also called pulldown resistance) equal by sizing the CMOS inverter shown in the following figure with PMOS:NMOS = 4:1. Vin VDD J -Vout GND (a) Draw the transistor-level schematic of CMOS logic gate F consisting of PMOS and NMOS. (b) In the worst case scenario, size the PMOS and NMOS transistors of CMOS logic gate F to have the same rise and fall resistance as unit inverter. (c) Find the logical effect gA and intrinsic delay p of CMOS logic gate F with respect to Input A.