Engineering Mathematics – GATE CSE Previous Year Concerns

Fixing GATE Previous Year’s Concerns (PYQs) not just clears the ideas however likewise assists to acquire versatility, speed, precision, and understanding of the level of concerns normally asked in eviction examination, which ultimately assists you to acquire excellent marks in the evaluation. Previous Year Concerns assist a prospect practice and modify for GATE, which assists fracture GATE with a great rating.

Engineering Mathematics Previous Year GATE Concerns aid in evaluating the concern pattern of a subject and marking plan in addition to it assists in time management which total boosts ball game in eviction examination. With routine practice of PYQs, prospects can quickly break GATE with a great GATE Rating.

Prior to 2006, concerns asked in GATE were primarily theoretical, however in the last few years, the concerns asked were multiple-choice concerns with a single appropriate choice or several appropriate choices. We are seeking to supply the multiple-choice concerns that are asked in GATE.

Engineering Mathematics GATE Previous Year Concerns

In this short article, we are primarily concentrating on the Engineering Mathematics GATE Questions that are asked in Previous Years with their services, and where a description is needed, we have actually likewise offered the factor.

In Engineering Mathematics, we will handle the following ideas. We have actually likewise offered GATE Previous Year’s Concerns on these subjects. Here is the list of those subjects in addition to their links.

Likewise, here we are going to go over some standard PYQs associated to Engineering Mathematics.

1. Think about the following 2 declarations with regard to the matrices A m x n, B n x m, C n x n, D n x n.

Declaration 1: tr( AB) = tr( BACHELOR’S DEGREE)

Declaration 2: tr( CD) = tr( DC)

where tr() represents the trace of a matrix. Which among the following holds? [GATE CSE 2022]

( A) Declaration 1 is appropriate and Declaration 2 is incorrect

( B) Declaration 1 is incorrect and Declaration 2 is appropriate

( C) Both Declaration 1 and Declaration 2 are appropriate

( D) Both Declaration 1 and Declaration 2 are incorrect

Option: Proper response is (C).

2. Think about the functions

I. e– x

II. x 2— sin x

III. √ (x 3 + 1) [GATE CSE 2020]

Which of the above functions is/are increasing all over in [0,1]?

( A) III just

( B) II and III just

( C) II just

( D) I and III just

Option: Proper response is ( A)

For more, describe GATE|GATE CS 2020|Concern 11

3. Select the most proper formula for the function drawn as a thick line, in the plot listed below. [GATE CSE 2015]



( A) x = y–|y|

( B) x = -( y–|y|)

( C) x = y +|y|

( D) x = -( y +|y|)

Option: Proper response is ( B)

For more, describe GATE-CS-2015 (Set 3)|Concern 65

4. Think about a random variable X that takes worths + 1 and-1 with possibility 0.5 each. The worths of the cumulative circulation function F( x) at x =– 1 and + 1 are [GATE CSE 2012]

( A) 0 and 0.5

( B) 0 and 1

( C) 0.5 and 1

( D) 0.25 and 0.75

Option: Proper response is ( C)

For more, describe GATE|GATE CS 2012|Concern 47

5. Think about the function f( x) = sin( x) in the period[π/4, 7π/4] The number and place( s) of the regional minima of this function are [GATE CSE 2012]

( A) 2, at π/ 2 and 3π/ 2

( B) One, at 3π/ 2

( C) One, at π/ 2

( D) 2, at π/ 4 and 3π/ 2

Option: Proper response is ( D)

For more, describe GATE CS 2012|Concern 9

GATE CSE Previous Year Concern Documents

These previous year’s concerns assist you in comprehending the concern patterns followed by GATE that straight assist a prospect in scoring excellent marks in GATE. Below are the discussed links of year-wise GATE Previous Concern Documents.

Last Upgraded:
20 May, 2023

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