GATE CSE 1993 PYQ

, where stands for order is:

A part of the system software which under all circumstances must reside in the main memory is:

A simple two-pass assembler does the following in the first pass:

Identify the logic function performed by the circuit shown in figure.

The differential equation is:

Simpson's rule for integration gives exact result when f(x) is a polynomial of degree

The less-than relation, , on reals is

Let A be a finite set of size n. The number of elements in the power set of is:

For the below question, one or more OPTIONS are correct The eigen vector(s) of the matrix is (are)

Consider a simple connected graph G with n vertices and n edges (n > 2). Then, which of the following statements are true?

Let S be an infinite set and be sets such that . Then

The function has

The proposition is:

Let A and B be sets with cardinalities m and n respectively. The number of one-one mappings from A to B, when , is

Which of the following improper integrals is (are) convergent?

The root directory of a disk should be placed

Consider a system having m resources of the same type. These resources are shared by 3 processes A,B, and C which have peak demands of 3, 4 and 6 respectively. For what value of m deadlock will not oc

Assume that the following jobs are to be executed on a single processor system The jobs are assumed to have arrived at time and in the order p,q,r,s,t. Calculate the departure time (completion time) f

What does the following code do? var a, b: integer; begin a:=a+b; b:=a-b; a:=a-b; end;

Refer to the PASCAL program shown below. Program PARAM (input, output); var m, n : integer; procedure P (var, x, y : integer); var m : integer; begin m : = 1; x : = y + 1 end; procedure Q (x:integer;

Refer to the PASCAL program shown below. Program PARAM (input, output); var m, n : integer; procedure P (var, x, y : integer); var m : integer; begin m : = 1; x : = y + 1 end; procedure Q (x:integer;

Refer to the PASCAL program shown below. Program PARAM (input, output); var m, n : integer; procedure P (var, x, y : integer); var m : integer; begin m : = 1; x : = y + 1 end; procedure Q (x:integer;