He explained to his group that neither 2, 3, 4, nor 5 were factors of 727 by using divisibility rules.

He explained to his group that neither 2, 3, 4, nor 5 were factors of 727 by using divisibility rules. Mary, a member of the group, claimed that they did not have to check 4 since they all ready knew 2 was not a factor, but Jim disagreed. Jim claimed that it was possible for 4 to be a factor of a number even if 2 was not a factor. A. Is Jim"s claim correct? Explain. B. List all of the numbers you would check to see if they were factors when trying to determine if 727 is a prime or composite number. Explain why your list is complete and efficient.