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Answer to Question #52562 in Algebra for healtha
Question #52562
Model A Model B Model C Model D Model E
Time to manufacture 15 minutes 18 minutes 13 minutes 20 minutes 17 minutes
% Of monitors sold per total products 75% 73% 84% 95% 81%
Cost per monitor $175 $188 $145 $198 $170
A company manufactures computer monitors. Among the various models are top products, which bring high revenue.
Assuming the manufacturing lines are running for 9 hours a day for 7 days a week, which model brings in the highest revenue?
Time to manufacture 15 minutes 18 minutes 13 minutes 20 minutes 17 minutes
% Of monitors sold per total products 75% 73% 84% 95% 81%
Cost per monitor $175 $188 $145 $198 $170
A company manufactures computer monitors. Among the various models are top products, which bring high revenue.
Assuming the manufacturing lines are running for 9 hours a day for 7 days a week, which model brings in the highest revenue?
Expert's answer
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Comments
Dear Karolina. You are right. If the meaning is 'cost for the buyer and revenue for the company', that is, 'cost= price', then the correct answer is 'model D brings the highest revenue'. If it is 'cost for the company and expenditure for the company', then the correct answer will be 'model B brings the highest revenue'.
I think there's an ambiguity in the data. From the solution I gather that "cost" means "revenue for the company" which is silly, because I understand "cost" as cost for the company and not cost for the buyer... With my reasoning the model which has the lowest cost would actually bring the most revenue (not sure how to factor the sales % though, without the price per model). Maybe it would be wise to actually change "cost" for "price" in the question? That would make it more clear...
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