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Questions by Aboveallplayer
0
votes
1
answer
21
UNIX i-node2
How large a file can be addressed by a double indirect block alone in a 64 bit system?minimum block entry size 8 byte and block size 8KB
How large a file can be addressed by a double indirect block alone in a 64 bit system?minimum block entry size 8 byte and block size 8KB
328
views
asked
Dec 31, 2016
Operating System
operating-system
unix
inode
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–
0
votes
0
answers
22
UNIX i-node
consider a unix file system impleneted with i-node,that resides on a disk of size 512GB.Each i-node has atotal of 15 block addresses,consisting of direct and indirect block adresses. suppose the implementation wants to support a file size upto 1GB using only direct & single ... .At least how many of those 15 block addresses,should be used as single indirect adresses? a)0 b)1 c)2 d)3
consider a unix file system impleneted with i-node,that resides on a disk of size 512GB.Each i-node has atotal of 15 block addresses,consisting of direct and indirect bl...
677
views
asked
Dec 31, 2016
Operating System
unix
inode
file-system
operating-system
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–
0
votes
0
answers
23
DBMS conceptual
suppose i m making a website where i have 3 group of people G1,G2,G3 ..i need to perform various operation ,depending on groups..But operations will be on any one group(no inter group operation). For example there will be NO sql query like ... 3 records.then perform operation on them now second approach is more modular. But according to performance, speed Which one should i take?
suppose i m making a website where i have 3 group of people G1,G2,G3 ..i need to perform various operation ,depending on groups..But operations will be on any one group(...
350
views
asked
Dec 27, 2016
1
votes
0
answers
24
Made Easy doubt
A fair coin is tossed until the same result turns up in succession(two head or two tail).Find the probability the number of tosses neede are even.. my approach ..P={P(x=2)+P(x=4)+P(x=6)+...}=0.33 Me answer 2*{P(x=2)+P(x=4)+P(x=6)+...}=0.66 what is the reason of this 2 multiplication?
A fair coin is tossed until the same result turns up in succession(two head or two tail).Find the probability the number of tosses neede are even..my approach ..P={P(x=2)...
493
views
asked
Dec 23, 2016
Probability
probability
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–
0
votes
1
answer
25
TestBook Test Series: Theory Of Computation - Finite Automata
what is the number of states in dfa of all language over {a,b} where n(a)mod3>=n(b)mod2 how to think in this kind of question ??
what is the number of states in dfa of all language over {a,b} where n(a)mod3>=n(b)mod2 how to think in this kind of question ??
408
views
asked
Dec 20, 2016
Theory of Computation
testbook-test-series
theory-of-computation
finite-automata
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–
1
votes
2
answers
26
operating syatem
system has 9 identical resources and N processes competing for them..Each process can request at most 4 resources what is the minimum possible value of n which will lead to a deadlock?
system has 9 identical resources and N processes competing for them..Each process can request at most 4 resourceswhat is the minimum possible value of n which will lead t...
541
views
asked
Dec 17, 2016
Operating System
operating-system
+
–
2
votes
2
answers
27
..BCNF
Which of the following is false when R is is in 3NF but not in BCNF a)R must contain at least two overlapped CK b)R must consist proper subset of CK determines proper subset of some other CK c)R must consist at most one compound CK and others are simple CK d)R must consists at most two compound CK
Which of the following is false when R is is in 3NF but not in BCNFa)R must contain at least two overlapped CKb)R must consist proper subset of CK determines proper subse...
424
views
asked
Dec 17, 2016
Databases
database-normalization
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–
1
votes
0
answers
28
computer networking
in a heavily loaded network,which one we should use a)pure aloha b)slotted aloha
in a heavily loaded network,which one we should use a)pure alohab)slotted aloha
204
views
asked
Dec 11, 2016
2
votes
1
answer
29
Balanced BST
What is the worst case running time of searching an element in balanced binary search tree of (2n)! elements
What is the worst case running time of searching an element in balanced binary search tree of (2n)! elements
960
views
asked
Dec 10, 2016
2
votes
1
answer
30
No of binary tree
number of distinct binary tree,that can be created by 5 nodes(distinct)
number of distinct binary tree,that can be created by 5 nodes(distinct)
671
views
asked
Dec 10, 2016
Graph Theory
data-structures
binary-tree
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–
0
votes
1
answer
31
operating system
A system has 32 bit Virtual adress and 8KB page size.main memory is 128 MB..the size of page table, when page table ,when pt entry has 1 valid bit 1 modified bit and frame bits is_____(MB) p.s what is frame bits..is it the frame entry size?
A system has 32 bit Virtual adress and 8KB page size.main memory is 128 MB..the size of page table, when page table ,when pt entry has 1 valid bit 1 modified bit and fram...
1.8k
views
asked
Dec 10, 2016
0
votes
0
answers
32
Discrete
Number of relations which will be either symmetric or antisymeetric of 4 elements will be?
Number of relations which will be either symmetric or antisymeetric of 4 elements will be?
296
views
asked
Dec 10, 2016
3
votes
1
answer
33
Graph
graph of 100 edges and 25 vertices..size of minimum vertex cover is 8..what is the size of maximum independence set?
graph of 100 edges and 25 vertices..size of minimum vertex cover is 8..what is the size of maximum independence set?
524
views
asked
Dec 10, 2016
0
votes
1
answer
34
Algorithm ME
Find the number of orders in which we can insert {1,2,...,7} in AVL tree,such that no rotation needs to be performed is _____(consider 4 as root element)
Find the number of orders in which we can insert {1,2,...,7} in AVL tree,such that no rotation needs to be performed is _____(consider 4 as root element)
212
views
asked
Dec 4, 2016
DS
data-structures
avl-tree
numerical-answers
made-easy-test-series
+
–
1
votes
3
answers
35
Algorithm-ME
A mean -heap having 1024 elements with the key ranging from 0 to 1023 ,stored in array of 1024 indices the maxmimum difference between keys of all elements that can be stored at (n/2) th index of the array is ___________
A mean -heap having 1024 elements with the key ranging from 0 to 1023 ,stored in array of 1024 indices the maxmimum difference between keys of all elements that can be st...
659
views
asked
Dec 4, 2016
DS
data-structures
binary-heap
numerical-answers
made-easy-test-series
+
–
2
votes
2
answers
36
Made-easy
$T(N) = 2T\sqrt{N} + Log\sqrt{N}$ what is the solution of recurrence relation
$T(N) = 2T\sqrt{N} + Log\sqrt{N}$what is the solution of recurrence relation
476
views
asked
Dec 4, 2016
Algorithms
algorithms
recurrence-relation
made-easy-test-series
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–
0
votes
1
answer
37
IITD phd-sample Q
You are given a heap containing N elements. Write a procedure which takes as input a parameter k, and outputs the k'th smallest number in the heap. The running time of the procedure must depend on k alone.
You are given a heap containing N elements. Write a procedure which takes as input a parameter k, and outputs the k'th smallest number in the heap. The running time of th...
679
views
asked
Dec 1, 2016
DS
data-structures
binary-heap
time-complexity
descriptive
iitd-phd
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–
1
votes
1
answer
38
IITd Phd -sample Q
Derive the running time of the binary search algorithm. If I modify binary search to break the interval size into 1/3, 2/3 rather than 1/2, 1/2, then what is the worst case running time?
Derive the running time of the binary search algorithm. If I modify binary search to break the interval size into 1/3, 2/3 rather than 1/2, 1/2, then what is the worst ca...
897
views
asked
Dec 1, 2016
Algorithms
binary-search
time-complexity
+
–
5
votes
1
answer
39
IITM november 2016
a fair dice is rolled until the output appers to be >4..now what is the probability that we need an even number of roll to get that? (forgot the options)
a fair dice is rolled until the output appers to be >4..now what is the probability that we need an even number of roll to get that?(forgot the options)
311
views
asked
Nov 28, 2016
2
votes
1
answer
40
IITM november 2016
What is the time complexity of finding the kth smallest element in an array? $O(\log n)$ $o(\log n)$ $\Omega(n\log n)$ $O(n)$
What is the time complexity of finding the kth smallest element in an array?$O(\log n)$$o(\log n)$$\Omega(n\log n)$$O(n)$
593
views
asked
Nov 27, 2016
DS
data-structures
binary-heap
time-complexity
iitm-interview
+
–
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