SOLUTION: In order to get a better insurance rate a company has required its 83 employees to attend a safety seminar. During the break, an unknown number of employees sneak off, while those
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Question 616504: In order to get a better insurance rate a company has required its 83 employees to attend a safety seminar. During the break, an unknown number of employees sneak off, while those remaining are divided evenly into a 4 sub-group for role playing. if 17 employees are in each sub-group, how many employees snuck out? Answer by ewatrrr(24785) (Show Source):
Hi,
4 sub-group for role playing....17 employees are in each sub-group: total
83 employees to attend a safety seminar.
During the break, an unknown number of employees sneak off,
how many employees snuck out? 83-68 =
