Year-wise GATE papers

GATE 2018

10 questions and papers

GATE CS 2018 – Question 20

Multiple choice 1 mark Operating Systems GATE CS — Computer Science & IT

Consider a process executing on an operating system that uses demand paging. The average time for a memory access in the system is \(M\) units if the corresponding…

GATE CS 2018 — General Aptitude Q1

Multiple choice 1 mark General Aptitude GATE CS — Computer Science & IT

“Going by the ________ that many hands make light work, the school ________ involved all the students in the task.”The words that best fill the blanks in the…

GATE CS 2018 — Question 40

Multiple choice 2 marks Discrete Mathematics GATE CS — Computer Science & IT

Let \(\mathbb{N}\) be the set of natural numbers. Consider the following sets.P: Set of rational numbers (positive and negative)Q: Set of functions from \(\{0, 1\}\) to \(\mathbb{N}\)R: Set of functions from \(\mathbb{N}\) to \(\{0, 1\}\)S: Set of finite subsets of \(\mathbb{N}\)Which of the sets above are countable?

GATE CS 2018 — Question 39

Numerical answer 2 marks Digital Logic GATE CS — Computer Science & IT

Consider the minterm list form of a Boolean function \(F\) given below.\(F(P,Q,R,S) = \sum m(0,\,2,\,5,\,7,\,9,\,11) + d(3,\,8,\,10,\,12,\,14)\)Here, \(m\) denotes a minterm and \(d\) denotes a don't care term. The number of essential…

GATE CS 2018 — Question 47

Numerical answer 2 marks Computer Networks GATE CS — Computer Science & IT

Consider a long-lived TCP session with an end-to-end bandwidth of 1 Gbps (= \(10^{9}\) bits-per-second). The session starts with a sequence number of 1234. The minimum time (in…

GATE CS 2018 — Question 19

Multiple choice 1 mark Compiler Design GATE CS — Computer Science & IT

Consider the following intermediate program in three address code:p = a - b q = p * c p = u * v q = p + qWhich…

GATE CS 2018 – Question 14

Multiple choice 1 mark Algorithms GATE CS — Computer Science & IT

Assume that multiplying a matrix \(G_1\) of dimension \(p \times q\) with another matrix \(G_2\) of dimension \(q \times r\) requires \(pqr\) scalar multiplications. Computing the product of \(n\) matrices \(G_1 G_2 G_3 \ldots G_n\) using dynamic programming, the time…