GATE Model Papers for EEE

I am appearing in GATE this year and my branch is EEE. I am looking for its model papers so can you please provide me any source?

Hello sir, from last year Im preparing for GATE exam after EEE engineering. I want model question paper. Will you please provide me GATE Model Papers for EEE?

[shikha]

GATE examination question papers of previous year help candidates to prepare well for the examination.

Electrical Engineering branch in Gate is chosen by the candidates who have electrical background they have done Gate Electrical Engineering EE Solved Papers their engineering in this field.

GATE Model Papers for EEE:






GATE Model Papers for EEE:

General Aptitude
Q. No. 1 5 Carry One Mark Each
1. A generic term that includes various items of clothing such as a skirt, a pair of trousers and a shirt as
(A) fabric (B) textile (C) fibre (D) apparel
Answer: (D)

2. Choose the statement where underlined word is used correctly.
(A) The industrialist had a personnel jet.
(B) I write my experience in my personnel diary.
(C) All personnel are being given the day off.
(D) Being religious is a personnel aspect.
Answer: (C)

3. Based on the given statements, select the most appropriate option to solve the given question. What will be the total weight of 10 poles each of same weight? Statements:
(I) One fourth of the weight of a pole is 5 kg
(II) The total weight of these poles is 160 kg more than the total weight of two poles.
(A) Statement II alone is not sufficient
(B) Statement II alone is not sufficient
(C) Either I or II alone is sufficient
(D) Both statements I and II together are not sufficient.
Answer: (C)

4. Consider a function f x 1 x ( ) = - on - 1 x 1. The value of x at which the function attains a maximum, and the maximum value of function are:
(A) 0, 1- (B) -1,0
(C) 0


5. We our friends birthday and we how to make it up to him.
(A) completely forgot dont just known
(B) forget completely dont just know
(C) completely forget just dont know
(D) forgot completely just dont know
Answer: (C)

Q. No. 6 10 Carry Two Marks Each
6. In a triangle PQR, PS is the angle bisector of DQPR and = QPS 60 . What is the length of PS?
(A) (q r) qr +
(B) ( ) qr q r +
(C) ( ) 2 2 q r +
(D)( ) 2 q r qr +
Answer: (B)

7. Four branches of a company are located at M,N,O, and P. M is north of N at a distance of 4 km; P is south of O at a distance of 2 km; N is southeast of O by 1 km. What is the distance between M and P in km?
(A) 5.34 (B) 6.74 (C) 28.5 (D) 45.49
Answer: (A)

8. If p, q, r, s are distinct integers such that:
f (p, q, r, s) = max (p, q, r, s)
g (p, q, r, s) = min (p, q, r, s)
h (p, q, r, s) = remainder of (p q)/(r s) if (p q) > (r s) or remainder of (r s)/(p q)
if (r s) > (p q)
Also a function fgh (p, q, r, s) = f(p, q, r, s)