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Dear Friends , Today Quiz will start at 11:00 AM. Total 10 Questions - Part B - Mathematical Science. Thanks
#Q155 Let G be any group of order 15 then G,
Anonymous Quiz
21%
Has 5 subgroups
31%
Has 5 elements of order 5
43%
Has 4 subgroups
6%
Has 10 elements of order 15
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#Q156 Let S4 be the group of permutation over 4 elements. Then number of subgroups of order 6 are
Anonymous Quiz
17%
3
34%
6
19%
5
29%
4
#Q157 No. of elements in S9 commuting with the element Ļ=(135 79) is
Anonymous Quiz
2%
5
34%
5!
44%
4!ā5
20%
5!ā4
#Q158 Let S_8 be the group of permutation. The no. of elements having cycle Decomposition as (12)(45)(3678) is
Anonymous Quiz
11%
1210
41%
1220
46%
1260
2%
1200
#Q159 Let S_n be permutation group of n symbols. Then Sn can be generated by
Anonymous Quiz
25%
Collection of elements of the form (i ,j) ,iā J
19%
All the 3-cycles
46%
By the set ={(12) ,(1 ,2 ,3 ,4 ,ā¦ā¦.n)}
10%
By any set of odd permutations.
#Q161 Let H<S_n such that O(H)=31 then
Anonymous Quiz
15%
H may contain 30 even and one odd permutation.
48%
H may contain only even permutation
22%
H may contain only odd permutation
15%
H may contain 30 odd and one even permutation.
#Q162 Let S4 be the group of all permutations on 4 symbols, with identity element āeā. Then the no. of element S in S_4 that satisfy equation x^2=x^(-1) is
Anonymous Quiz
18%
6
39%
3
42%
8
0%
5
#Q163 No. of elements in S4 which does not commute with elements (12) (34).
Anonymous Quiz
11%
12
26%
18
39%
16
9%
8
15%
For More Practice Questions: https://bit.ly/49PVrCW
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#Q164 Let S4 be group of permutation of 4 distinct symbols, then the direct sum Z4ĆS4 has an element of order.
Anonymous Quiz
27%
2
27%
10
31%
9
16%
18
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šš§š«šØš„š„ š§šØš° šš§š ššš š¢š§ š²šØš®š« š£šØš®š«š§šš²! :- https://bit.ly/49PVrCW
Dear Friends , Today Quiz will start at 3:00 PM. Total 10 Questions - Part B - Mathematical Science. Thanks
#Q165 The No. of elements S4 which are not their own Inverse equals to
Anonymous Quiz
12%
12
37%
8
34%
14
17%
6
#Q171 Which of the following is/are true?
Anonymous Quiz
35%
Every group of order 12 has element of order 6
42%
Everygroup whose order is divisible by 6 has a subgroup of order 6
13%
Everygroup of order 12 is cyclic
11%
Everygroup of order 12 is abelian