Kerala PSC Previous Years Question Paper & Answer

Title : Higher Secondary School Teacher Mathematics - Kerala Higher Secondary Education
Question Code : A

Page:5


Below are the scanned copy of Kerala Public Service Commission (KPSC) Question Paper with answer keys of Exam Name 'Higher Secondary School Teacher Mathematics - Kerala Higher Secondary Education ' And exam conducted in the year 2022. And Question paper code was '66/2022/OL'. 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: 5 out of 14
Excerpt of Question Code: 66/2022/OL

AG is simple
B:-G has at least 2 subgroups of order 7
೦-೮ has உ normal subgroup of order 7
D-Number of elements in 6 of order 7is 7
Correct Answer: Option-C
Question27:-Which if the following is 2 class equation of a group of order 107

۸:10

2+2+2+2+2
8:20 =1424245
‏مب‎ 72424335
ए0:1051+1+1+1+ 1+5
Correct Answer: Option ®
Question28:-Choose the correct statement from the following:
‏لہ کا یھ‎
‏کا ۸-:ھ‎ simple
=, ‏وا‎ simple
Ds, is simple

Correct Answer: Option:

Question29:-Let 8 [x] be the polynomial ring over the field of real numbers. Which of the following set | is an ideal in ध ]

‎BEEP‏ < ومم

‏[ عد

‎പേട വ്ര

‎Correct Answer: 8

‎‘Question30:-Let denotes the ideal generated by the polynomial p(x) in 2 [x]. Choose the correct statement from the following

‎Av isa maximal ideal
कि > is a prime ideal

‎C-Every prime ideal in Z

‎15 ठ maximal ideal

‎set (r(x) ಆ മവ‏ مكنم

‎Correct Answer: Option-D

‎(2)} 15 not a prime ideal

‎‘Question31:-Choose the true statement from the following:

‏معنا ‎a UFD but 2 [x]is not a‏ وأ عستم

‎are both PIDs

‎is not a PID‏ وم 2 ‎but‏ مام موا عن

‎D:-2 and 2 [x] are both Euclidean domains

‎Correct Answer: Option-C

‎Question32:-Which of the following is a field?

‎Correct Answer: Option:

‎वि Galois group of the splitting field of x*_2 over @ is isomorphic to:

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