C. BINARY CODE(Questions #25 & #26)How many bits are required to store an image of25. 1MB?26. 2 kB?27. How many bytes of computer memory will the word FRICTION take?(Questions #28 to #30)For capital English letter B, what is the sign on the current meter for28. Bit #2?29. Bit #5?30. Bit #7?32. Bit #5?33. Bit #8?(Questions # 31 to #33)For capital English letter W, what is the magnetic interaction between the writesHead and the magnetic grains for31. Bit #2?81

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Answered: C. BINARY CODE (Questions #25 & #26)…

C. BINARY CODE (Questions #25 & #26) How many bits are required to store an image of 25. 1MB? 26. 2 kB? 27. How many bytes of computer memory will the word FRICTION take?

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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Computer Fundamentals

The computer is termed computation. For calculating or computing something the device that has been used is known as the computer. Or we can say that for performing a fast arithmetic operation the device that has been used is a computer. Storing, processing, and retrieving are the main features of a computer. 

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Can you please help me solve these questions Question 2 a. You have built a computer that uses 9 bits to represent unsigned integers. You decide to use it to perform the following calculation: 320 + 394. What is the result? (Give your answers both in binary and in decimal) b. The computer you built also has a 16-bit addressability. You decide to add some memory to it and now your computer has a total of 30,000 bytes of memory. What is the minimum number of bits that you need in order to represent your address space? c. Consider the circuit that adds together two 16-bit 2's complement numbers (consisting of a half-adder and a bunch of full-adders chained together). Is this an example of combinatorial logic or sequential logic? Why? d. What is the largest decimal number that you can represent with a 3-digit octal number? (give your answer both in decimal and in binary). e. Represent the difference of 0o611 and 0o365 in octal.
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