## Kerala PSC Previous Years Question Paper & Answer

Title : CLERK TYPIST NCA HINDU NADAR VARIOUS
Question Code : A

Page:7

Below are the scanned copy of Kerala Public Service Commission (KPSC) Question Paper with answer keys of Exam Name 'CLERK TYPIST NCA HINDU NADAR VARIOUS' And exam conducted in the year 2014. And Question paper code was '376/2014'. 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: 7 out of 12
Excerpt of Question Code: 376/2014

Question55:-Let f: R*->"R is differentiable for every x 6051” R, such that *lim_{(x->o0)" 500 ട க்‌ பார்க ட ர
೧00೯ 6:
കഃ

1 പം 5

B:-

0:00.

2

Question56:-Let t be a positive integer and define a sequence *{x_n}" by "x_(n+1)=t+" e for all 0" >="0 with ൨050. 1
the sequence is convergent, then:

47ھ )۰ھ
”8<
1/47 6:۰
‎D"t < (-1)/(&)7‏
‎Question57:-Find the number of continuous onto maps from [0, 1] to (0, 1).‏
‎A:-Countably many‏
‎B:-None‏
‎C:-Exactly one‏
‎D:-Uncountably many‏
‎Question58:-Let 1 (0 17 sin “x + a_2" sin “2x +...+ a_n" sin nx such that |f (x}|"<="| sin 7(| ` ಸಿಸಿ? 6೧51 8. 77೧೧‏
:6 [0 08 +...+8-1+28-2|*
‎A:-cannot find‏
‎B:-0‏
‎C:-greater (6 (5127 ``‏
‎D:-less than orequal to 1‏
‎Question59:-Let *{S_n}" be a sequence of real numbers defined by *S_1=sqrt(2)* and *S_(n+1)=sqrt(2+5_n},"‏
‎then*{Sn} is:‏
‎A:-Monotonically increasing for all n‏
‎B:-Monotonically decreasing for all n‏
‎C:-Monotonically increasing for even n and decreasing for odd n‏
‎D:-Neither increasing nor-decreasing‏
‎Question60:-Let f be a function on real line such that |f| is measurable. Then:‏
‎measurable 8 it is monotonically increasing‏
‎is always measurable‏ -:5
‎C:-f need not be measurable‏
‎D:-none of the above‏
‎-The value of "int_C~*"1/z*2 dz," where Cis the curve 2 - || = 1/2, 15;‏

0۷۵۶۱62: of the following is a bounded complex valued function :
A:f (2} = sin z, in the complex plane
B:-'f (z) = e”2z/z,” in the complex plane with |z| > 0
C:f (2} = cosh z, in the complex plane
D:-None of the above (ಸಿ), (8) 2೧6 (0)