Electrical Engineering Gate Yearwise
Electrical Gate 2024
Electrical Gate 2023
Electrical Gate 2022
Electrical Gate 2021
Electrical Gate 2020
Electrical Gate 2019
Electrical Gate 2018
Electrical Gate 2017 (Set 1)
Electrical Gate 2017 (Set 2)
Electrical Gate 2016 (Set 1)
Electrical Gate 2016 (Set 2)
Electrical Gate 2015 (Set 1)
Electrical Gate 2015 (Set 2)
Electrical Gate 2014 (Set 1)
Electrical Gate 2014 (Set 2)
Electrical Gate 2014 (Set 3)
Electrical Gate 2013 (Set 1)
Electrical Gate 2013 (Set 2)
Electrical Gate 2013 (Set 3)
Electrical Engineering Gate 2016 Set-2 Questions with Answer
Ques 27 GATE 2016 SET-2
The flux linkage (λ) and current (i) relation for an electromagnetic system is λ = (√i)/g. When i = 2A and g (air-gap length) = 10 cm, the magnitude of mechanical force on the moving part, in N, is ________.
Ques 28 GATE 2016 SET-2
A rotating conductor of 1 m length is placed in a radially outward (about the z-axis) magnetic flux density (B) of 1 Tesla as shown in figure below. Conductor is parallel to and at 1 m distance from the z-axis. The speed of the conductor in r.p.m. required to induce a voltage of 1 V across it, should be ________.

Ques 29 GATE 2016 SET-2
Consider the function f(z) = z + z* where z is a complex variable and z* denotes its complex conjugate. Which one of the following is TRUE?
Ques 30 GATE 2016 SET-2
A 3x3 matrix P is such that, P3 = P. Then the eigenvalues of P are
Ques 31 GATE 2016 SET-2
The solution of the differential equation, for t > 0, y"(t) + 2y'(t) + y(t) = 0 with initial conditions y(0)=0 and y'(0)=1 is (u(t) denotes the unit step function),
Ques 32 GATE 2016 SET-2
The value of the line integral ∫c(2xy2dx + 2x2ydy + dz) along a path joining the origin (0,0,0) and the point (1,1,1) is
Ques 33 GATE 2016 SET-2
Let y(x) be the solution of the differential equation d2y/dx2 - 4(dy/dx) + 4y = 0 with initial conditions y(0)=0 and dy/dx|x=0=1. Then the value of y(1) is ________.
Ques 34 GATE 2016 SET-2
The line integral of the vector field F = 5xz î + (3x2+2y) ĵ + x2z k̂ along a path from (0,0,0) to (1,1,1) parametrized by (t, t2, t) is ________.
Ques 35 GATE 2016 SET-2
Let
Consider the set S of all vectors
such that a2+b2=1 where
Then S is
Ques 36 GATE 2016 SET-2
Let the probability density function of a random variable, X, be given as:
fX(x) = (3/2)e-3xu(x) + ae4xu(-x)
where u(x) is the unit step function. Then the value of 'a' and Prob{X≤0}, respectively, are
Ques 37 GATE 2016 SET-2
The chairman requested the aggrieved shareholders to ________ him.
Ques 38 GATE 2016 SET-2
Identify the correct spelling out of the given options:
Ques 39 GATE 2016 SET-2
Pick the odd one out in the following:
13, 23, 33, 43, 53
Total Unique Visitors