Part 1 - AddersLet's consider a 8 bits precision system:a. Represent the number 81 in this systemb. Represent the numbers 42 in this systemc. Perform the following operation S = 81 +42d. Represent the number (-42) within this binary system using the 2's complementrepresentatione. Perform the following subtraction R = 42 - 81 in this system and prove that R = - 39Let's consider that we have an IC that implements a four (4) bits adder.Use this IC to design an 8 bits adderg. Realize the addition S= 81 + 42 in this adder. You should write near each input andoutput operands of the ICs the value of each bit representing the Sum Sf.h. Using the same design of question f, and any other additional circuitry, design a circuitthat can realize a subtractioni. Simulate the subtraction presented in e. by showing the value of each input and outputoperands of the ICj. Simulate the addition presented in c. in this adder/subtractor by showing the value ofeach input and output operands of the IC

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Part 1 Adders Let's consider a 8 bits precision system: a. Represent the number 81 in this system b. Represent the numbers 42 in this system c. Perform the following operation S = 81 +42 d. Represent the number (-42) within this binary system using the 2's complement representation e. Perform the following subtraction R = 42 - 81 in this system and prove that R = - 39

Part 1 Adders Let's consider a 8 bits precision system: a. Represent the number 81 in this system b. Represent the numbers 42 in this system c. Perform the following operation S = 81 +42 d. Represent the number (-42) within this binary system using the 2's complement representation e. Perform the following subtraction R = 42 - 81 in this system and prove that R = - 39

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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