Home
About Us
Contact Us
Bookmark
Saved Bookmarks
Current Affairs
General Knowledge
Chemical Engineering
UPSEE
BSNL
ISRO
BITSAT
Amazon
ORACLE
Verbal Ability
→
ISRO
→
Isro Cs 2007 in Isro
→
The time required to search an element in a linked...
1.
The time required to search an element in a linked list of length n is(A) O (log n)(B) O (n)(C) O (1)(D) O(n2)
Answer»
Show Answer
Discussion
No Comment Found
Post Comment
Related InterviewSolutions
We can make a class abstract by(A) Declaring it abstract using the virtual keyword(B) Making at least one member function as virtual function(C) Making at least one member function as pure virtual function(D) Making all member function const
Which of the following need not necessarily be saved on a Context Switch between processes?(A) General purpose registers(B) Translation look-aside buffer(C) Program counter(D) Stack pointer
Which of the following need not necessarily be saved on a context switch between processes?(A) General purpose registers(B) Translation look-aside buffer(C) Program counter(D) All of the above
Raid configurations of the disks are used to provide(A) Fault-tolerance(B) High speed(C) High data density(D) A & B
How many 2-input multiplexers are required to construct a 210-input multiplexer?(A) 1023(B) 31(C) 10(D) 127
If (12x)3 = (123)x, then the value of x is(A) 3(B) 3 or 4(C) 2(D) None of these
If N2 = (7601)8 where N is a positive integer, then the value of N is(A) (241)5(B) (143)6(C) (165)7(D) (39)16
In the given network of AND and OR gates, f can be written as(A) X0X1X2 … Xn + X1X2 … Xn + X2X3 … Xn + ⋯ + Xn(B) X0X1 + X2X3 + … Xn-1 Xn(C) X0 + X1 + X2 + … + Xn(D) X0X1 + X3 … Xn−1 + X2X3 + X5 … Xn−1 + ⋯ + Xn−2Xn−1 + Xn
The Boolean theorem AB + A’C + BC = AB + A’C corresponds to(A) (A + B) ∙ (A’ + C) ∙ (B + C) = (A + B) ∙ (A’ + C)(B) AB + A’C + BC = AB + BC(C) AB + A’C + BC = (A + B) ∙ ( A ‘+ C) ∙ (B + C)(D) (A + B) ∙ (A’ + C) ∙ (B + C) = AB + A’C
What is the bandwidth of the signal that ranges from 40 kHz to 4 MHz(A) 36 MHz(B) 360 kHz(C) 3.96 MHz(D) 396 kHz
Reply to Comment
×
Name
*
Email
*
Comment
*
Submit Reply
Your experience on this site will be improved by allowing cookies. Read
Cookie Policy
Reject
Allow cookies