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MMLU / Statement 1 | For every positive integer n there is a cyclic group of order n.…

Problem

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question

Statement 1 | For every positive integer n there is a cyclic group of order n. Statement 2 | Every finite cyclic group contains an element of every order that divides the order of the group.

choices

True, True
False, False
True, False
False, True

subject

abstract_algebra

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task_id: 2be014eb-610a-53ab-b62e-622b172e7774
task_key: all--test--2be014eb-610a-53ab-b62e-622b172e7774
task_revision_id: 1
config / split: all / test

Official source

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