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GATE Civil 2026 Set 2 | Question: 3
Periodic function $f(x)$ is given below.\[f(x)=\left\{\begin{array}{lll}-1, & \text{when} & -\pi < x < 0 \\1, & \text{when} & 0 < x < \pi\end{array}\right\};\; f(x+2\pi)...
gatecse
615
points
asked
Feb 23
Others
gatecivil-2026-set2
calculus
engineering-mathematics
ordinary-differential-equation
fourier-series
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0
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0
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GATE Civil 2026 Set 2 | Question: 27
Vector field $\vec{V}$ is defined as\[\vec{V}=3 x^{2} y z \hat{\imath}-5 x y \hat{\jmath}+6 y z^{2} \hat{k}\]The curl of $\vec{V}$ at point $(2,-1,1)$ is$6 \hat{\imath}-1...
gatecse
615
points
asked
Feb 23
Others
gatecivil-2026-set2
engineering-mathematics
vector-calculus
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0
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0
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GATE Civil 2026 Set 1 | Question: 18
It is given that $x$ and $y$ are integers in the following equation:\[(x+y-7)^{2}+(y+3 x-13)^{2}=0\]The value of $\left(x^{3}+y^{3}\right)$ is $\_\_\_\_$ (in integer).
gatecse
615
points
asked
Feb 23
Others
gatecivil-2026-set1
numerical-answers
analytical-aptitude
algebra
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0
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0
0 answers
GATE Civil 2026 Set 1 | Question: 52
The following consecutive readings (in m) were taken with a dumpy level and a levelling staff at a common interval of $20$ m:\[0.385 ; 1.030 ; 1.925 ; 2.825 ; 3.730 ; 4.8...
gatecse
615
points
asked
Feb 23
Others
gatecivil-2026-set1
numerical-answers
geomatics-engineering
engineering-mathematics
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0
0 votes
2
2 answers
GATE 2018 civil
How much rank can be expected at 66.67 marks in GATE 2018 set 2?It is showing 560-790 in civil gate overflow but the prediction is done with only 23k students.
SiDDhi_new
140
points
answered
Mar 14, 2018
Others
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