(b) Given a Boolean expression below, you are required to construct a corresponding circuitthat with the most minimal cost possible.X = (A+ B)(B + AC + D)Please include the circuit and cost required for your design.Assuming the cost of each gate is of the following:Two input AND Gate = RM 4Example: if your answer consist ofne AND gate, one NOT gate and twoTwo input OR Gate = RM 3NAND gate, your cost will beOne input NOT Gate = RM 2(1KRM4)+(1×RM2)+(2×RM2) = RM10Two input NAND Gate = RM 2Two input NOR Gate = RM 5 (a) The Alarm of a Jewellery Store will be ACTIVATED when either one condition happens(i)Both Doors are UNLOCKED(ii)Window is BROKENBuild a Logic Cireuit that fulfils the stated requirement. Refer Figure Q1(a)InputDoorsUnlockedDoor 21 & 2Locked1Not brokenWindowBrokenOutputNotWindowDoor 1AlarmActivatedActivatedFigure Q1(a): Alarm SystemThe answer must include a truth table, its corresponding Boolean Expression, and the Logic circuit.

cost of circuit to realise given boolean exppression we have to find but before this we need to…

(b) Given a Boolean expression below, you are required to construct a corresponding circuit that with the most minimal cost possible. x = (A + B)(B + Ac + D) Please include the circuit and cost required for your design. Assuming the cost of each gate is of the following: Two input AND Gate = RM 4 Example: if your answer consist of one AND gate, one NOT gate and two NAND gate, your cost will be Two input OR Gate = RM 3 One input NOT Gate = RM 2 (1×RM4)+(1×RM2)+(2×RM2) = RM10 Two input NAND Gate = RM 2

(b) Given a Boolean expression below, you are required to construct a corresponding circuit that with the most minimal cost possible. x = (A + B)(B + Ac + D) Please include the circuit and cost required for your design. Assuming the cost of each gate is of the following: Two input AND Gate = RM 4 Example: if your answer consist of one AND gate, one NOT gate and two NAND gate, your cost will be Two input OR Gate = RM 3 One input NOT Gate = RM 2 (1×RM4)+(1×RM2)+(2×RM2) = RM10 Two input NAND Gate = RM 2

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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