Me complete the statement for 10 extra points! suppose company g produces packages of key rings that are normally distributed with a mean of 51.6 individual key rings and a standard deviation of 1.3 key rings. company h produces packages of key rings that are normally distributed with a mean of 52.5 individual key rings and a standard deviation of 1.8 key rings. since the z-score from (company h/company g) is closer to the z-score of (company h/company g) the company that produced a package with 50 key rings in it is most likely (company h/company g)