NTA UGC NET Dec 2023 Paper-2
December 21, 2024NTA UGC NET Dec 2023 Paper-2
| Question 40 |
Given below are two statements:
Statement (I) If H is non empty finite subset of a group G and ab ε H ∀ a, bεH, then His also a group
Statement (II) There is no homomorphism exist from (Z, +) to (Q, +); where Z is set of integers and Q is set of rational number
In the light of the above statements, choose the most appropriate answer from the options given
Statement (I) If H is non empty finite subset of a group G and ab ε H ∀ a, bεH, then His also a group
Statement (II) There is no homomorphism exist from (Z, +) to (Q, +); where Z is set of integers and Q is set of rational number
In the light of the above statements, choose the most appropriate answer from the options given
| Statement 1 and Statement If any correct | |
| Both Statement 1 and Statement II are incorrect | |
| Statement I is correct but Statement II is incorrect | |
| Statement 1 is incorrect but Statement It is correct |
Correct Answer: C
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