Consider a memory system that generates 16-bits addresses and the frame size is 32-byte. At time To the status of the page table is given below. Page # 1911 Page Table Entry 11 561 56 644 52 58 42 1068 1884 194 46 a) What is the maximum number of entries within a single page/frame? b) What is the maximum number of page table entries in the memory system? c) Using the given page table, determine the physical addresses for the following logical addresses. Write down the physical addresses in binary and decimal format. (i) 0101000010001011 (ii) (iv) 0001100001100111 (iii) 1110101110010111 1110111011101001
Consider a memory system that generates 16-bits addresses and the frame size is 32-byte. At time To the status of the page table is given below. Page # 1911 Page Table Entry 11 561 56 644 52 58 42 1068 1884 194 46 a) What is the maximum number of entries within a single page/frame? b) What is the maximum number of page table entries in the memory system? c) Using the given page table, determine the physical addresses for the following logical addresses. Write down the physical addresses in binary and decimal format. (i) 0101000010001011 (ii) (iv) 0001100001100111 (iii) 1110101110010111 1110111011101001
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:Consider a memory system that generates 16-bits addresses and the frame size is 32-byte. At time To the status of
the page table is given below.
Page Table Entry
Page #
1911
11
561
56
644
1068
1884
52
58
42
194
46
a) What is the maximum number of entries within a single page/frame?
b) What is the maximum number of page table entries in the memory system?
c) Using the given page table, determine the physical addresses for the following logical addresses. Write down
the physical addresses in binary and decimal format.
(i)
(iii)
0101000010001011
1110101110010111
(ii)
(iv)
0001100001100111
1110111011101001
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