Kerala PSC Previous Years Question Paper & Answer

Title : ASSISTANT PROFESSOR IN ELECTRONICS AND COMMUNICATION ENGINEERING TECHNICAL EDUCATION ENGINEERING COLLEGES
Question Code : A

Page:3


Below are the scanned copy of Kerala Public Service Commission (KPSC) Question Paper with answer keys of Exam Name 'ASSISTANT PROFESSOR IN ELECTRONICS AND COMMUNICATION ENGINEERING TECHNICAL EDUCATION ENGINEERING COLLEGES' And exam conducted in the year 2016. And Question paper code was '062/2016'. Medium of question paper was in Malayalam or English . Booklet Alphacode was 'A'. Answer keys are given at the bottom, but we suggest you to try answering the questions yourself and compare the key along wih to check your performance. Because we would like you to do and practice by yourself.

page: 3 out of 20
Excerpt of Question Code: 062/2016

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The head office of World Tourism Organisation is situated at :

ക്ര
0

Geneva (B) New York
Madrid 1 (D) Manchester

The world mothertongue day is observed on :

ங்‌
(0)

March 21 (B) February 21
April 21 (D) May 21

Who formed the first trade union movement — Travancore Labour Association in Kerala?

லை
(೧)

P. Krishnapillai (B) R.Sugathan
T.V. Thomas (D) P.K Bava

The first book written by E.M.S. Namboodirippad is :

കു
(छ)
(0)
യു

A short history of the peasant movement in Kerala

Thirinhunokkumbol

Gandhiyum Gandhisavum |
Jawaharlal Nehru |

The name of committee set up in 1995 to study the Prasar Bharathi Act.

കു
(೧)

Sengupta committee (8) B.G. Verghese committee
Joshi committee (D) Justice Rajadhyaksha committee

The date on which the Akashavani-Doordarshan DTH service came into being :

@
(0)

16% January 2004 (B) 169 2004
16% November 2004 (D) 16106067 2004

Let A be a 3 x 3 matrix with characteristic polynomial p(4) = A(2 - 1)(2 - 2). Which of the
following statement is wrong -

[കു
B
(0)
(D)

A is not invertible
There are three eigen vectors V,, V,, ¥, which form as eigen basis of ‏كج‎
‎LEach eigen space of A is one-dimensional

The linear system (A - 3I)x = B has a unique solution for each B in ‏كج‎

5 062/2016
[P.T.O]

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