Fixing GATE Earlier 12 months’s Questions (PYQs) not solely clears the ideas but additionally helps to realize flexibility, pace, accuracy, and understanding of the extent of questions typically requested within the GATE examination, and that ultimately lets you acquire good marks within the examination. Earlier 12 months Questions assist a candidate observe and revise for GATE, which helps crack GATE with an excellent rating.
Engineering Arithmetic Earlier 12 months GATE Questions assist in analyzing the query sample of a topic and marking scheme in addition to it helps in time administration which total will increase the rating within the GATE examination. With common observe of PYQs, candidates can simply crack GATE with an excellent GATE Rating.
Earlier than 2006, questions requested in GATE had been primarily theoretical, however in recent times, the questions requested had been multiple-choice questions with a single appropriate choice or a number of appropriate choices. We need to present the multiple-choice questions which can be requested in GATE.
Engineering Arithmetic GATE Earlier 12 months Questions
On this article, we’re primarily specializing in the Engineering Arithmetic GATE Questions which can be requested in Earlier Years with their options, and the place a proof is required, now we have additionally supplied the rationale.
In Engineering Arithmetic, we are going to cope with the next ideas. We now have additionally supplied GATE Earlier 12 months’s Questions on these subjects. Right here is the checklist of these subjects together with their hyperlinks.
Additionally, right here we’re going to focus on some primary PYQs associated to Engineering Arithmetic.
1. Think about the next two statements with respect to the matrices Am x n, Bn x m, Cn x n, Dn x n.
Assertion 1 : tr(AB) = tr(BA)
Assertion 2 : tr(CD) = tr(DC)
the place tr( ) represents the hint of a matrix. Which one of many following holds? [GATE CSE 2022]
(A) Assertion 1 is appropriate and Assertion 2 is unsuitable
(B) Assertion 1 is unsuitable and Assertion 2 is appropriate
(C) Each Assertion 1 and Assertion 2 are appropriate
(D) Each Assertion 1 and Assertion 2 are unsuitable
Resolution: Appropriate reply is (C).
2. Think about the features
I. e-x
II. x2 – sin x
III. √ (x3 + 1) [GATE CSE 2020]
Which of the above features is/are rising in all places in [0,1]?
(A) III solely
(B) II and III solely
(C) II solely
(D) I and III solely
Resolution: Appropriate reply is (A)
For extra, consult with GATE | GATE CS 2020 | Query 11.
3. Select essentially the most applicable equation for the perform drawn as a thick line, within the plot beneath. [GATE CSE 2015]
(A) x = y – |y|
(B) x = -(y – |y|)
(C) x = y + |y|
(D) x = -(y + |y|)
Resolution: Appropriate reply is (B)
For extra, consult with GATE-CS-2015 (Set 3) | Query 65.
4. Think about a random variable X that takes values + 1 and-1 with chance 0.5 every. The values of the cumulative distribution perform 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
Resolution: Appropriate reply is (C)
For extra, consult with GATE | GATE CS 2012 | Query 47.
5. Think about the perform f(x) = sin(x) within the interval [π/4, 7π/4]. The quantity and placement(s) of the native minima of this perform are [GATE CSE 2012]
(A) Two, at π/2 and 3π/2
(B) One, at 3π/2
(C) One, at π/2
(D) Two, at π/4 and 3π/2
Resolution: Appropriate reply is (D)
For extra, consult with GATE CS 2012 | Query 9.
GATE CSE Earlier 12 months Query Papers
These earlier 12 months’s questions provide help to in understanding the query patterns adopted by GATE that immediately assist a candidate in scoring good marks in GATE. Beneath are the talked about hyperlinks of year-wise GATE Earlier Query Papers.
Final Up to date :
20 Could, 2023
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