At a kennel with 80 dogs, 45 of the dogs wear tags and 40 wear flea collars. If 6 of the dogs wear both, then how many of the dogs wear neither a collar nor tags? Choose the correct choice from the following: A) 1 B) 6 C) 34 D) 79 E) 85
Dogs wear neither a collar nor tags = 80 - ( 45 + 40 - 6 )   Dogs wear neither a collar nor tags = 80 - 79   Dogs wear neither a collar nor tags = 80 - 79   Hence, answer will be 1   1NSWER:1
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At a kennel with 80 dogs, 45 of the dogs wear tags and 40 wear flea collars. If 6 of the dogs wear both, then how many of the dogs wear neither a collar nor tags?