Given a system with 32 bits logical address and paging is used for memory management, the page size is 4 KB (4096 bytes); If 4 Bytes would be needed to store one entry of the page table, then what is the page table size for a process of 4 MB (4096x496 bytes) address space? O a. 1 KB O b. 8 KB O C. 16 KB O d. 4 KB
Given a system with 32 bits logical address and paging is used for memory management, the page size is 4 KB (4096 bytes); If 4 Bytes would be needed to store one entry of the page table, then what is the page table size for a process of 4 MB (4096x496 bytes) address space? O a. 1 KB O b. 8 KB O C. 16 KB O d. 4 KB
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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Transcribed Image Text:**Memory Management and Page Table Size Calculation**
**Problem Statement:**
Given a system with a 32-bit logical address and paging used for memory management, the page size is 4 KB (4096 bytes). If 4 bytes would be needed to store one entry of the page table, then what is the page table size for a process with a 4 MB (4096 x 4096 bytes) address space?
**Options:**
a. 1 KB
b. 8 KB
c. 16 KB
d. 4 KB
**Explanation:**
In this problem, you need to calculate the page table size for a process with a given address space. The size of each page is 4 KB, and the size required to store one page table entry is 4 bytes.
**Steps to Calculate:**
1. **Address Space and Page Size:**
- The process has an address space of 4 MB.
- The page size is 4 KB.
2. **Number of Pages Required:**
- Total address space = 4 MB = 4096 KB
- Each page is of size 4 KB.
- Therefore, the number of pages = Total address space / Page size = 4096 KB / 4 KB = 1024 pages.
3. **Page Table Size:**
- Each entry in the page table requires 4 bytes.
- Number of entries in the page table is equal to the number of pages, which is 1024.
- Therefore, page table size = Number of pages * Size of each entry = 1024 * 4 bytes = 4096 bytes = 4 KB.
**Correct Answer:**
d. 4 KB
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