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Questions by AmitPatil
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votes
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Test Series
Consider a system with logical address space of 4GB and page size is 8KB, physical address space is 256MB. How many bits required to access an entry in single level page table and in inverted page table respectively? A. 19, 15 B. 15, 15 C. 15, 19 D. 19, 19
Consider a system with logical address space of 4GB and page size is 8KB, physical address space is 256MB. How many bits required to access an entry in single level page ...
3.9k
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Feb 8, 2017
Operating System
operating-system
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1
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2
Ace Test Series
434
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Feb 4, 2017
Programming in C
programming-in-c
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3
Test Series
Suppose host A is sending a large file to host B over a TCP connection. The two end hosts are 10msec apart connected by a 1Gbps link. Assume that they are using a packet size of 1000 bytes to transmit the file. Also assume for simplicity that ACK packets ... . At least how big (in packets) would the window size have to be for the channel utilization to be greater than 80%? __________
Suppose host A is sending a large file to host B over a TCP connection. The two end hosts are 10msec apart connected by a 1Gbps link. Assume that they are using a packet ...
787
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asked
Feb 3, 2017
Computer Networks
computer-networks
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4
Test Series
719
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asked
Feb 3, 2017
Databases
databases
er-diagram
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1
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2
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MadeEasy Test Series
625
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asked
Feb 2, 2017
CO and Architecture
co-and-architecture
dma
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2
votes
1
answer
6
Ace Test Series: Databases - Er Diagram
877
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asked
Feb 1, 2017
Databases
ace-test-series
test-series
er-diagram
databases
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Test Series
507
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asked
Jan 30, 2017
CO and Architecture
co
pipelining
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Test Series
220
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asked
Jan 30, 2017
Databases
serializability
conflict-serializable
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Online Test Series
L1 = {an bm | n ≤ m ≤ 2n} L2 = {an bm│m≠n & m≠2n} Which of the following is true? A. Only L1 is CFG B. Only L2 is CFG C. Both are CFG D. None of them is CFG
L1 = {an bm | n ≤ m ≤ 2n}L2 = {an bm│m≠n & m≠2n}Which of the following is true?A. Only L1 is CFGB. Only L2 is CFGC. Both are CFGD. None of them is CFG
813
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asked
Jan 26, 2017
Theory of Computation
theory-of-computation
context-free-grammar
normal
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