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Mathematics 8 Online
OpenStudy (anonymous):

A recycling company recycles wet and dry wastes. In a week, each ton of dry waste takes 35 hours for collection and 55 hours for processing. Each ton of wet waste takes 42 hours for collection and 63 hours for processing. The company's collection workforce can work for maximum 150 hours in a week and the processing machine can work for maximum 200 hours in a week. Let D represent the number of tons of dry waste that the company can recycle in a week and W represent the number of tons of wet waste that the company can recycle in a week. Which of the following statements best explains whether th

OpenStudy (anonymous):

e company will be able to recycle 3 tons of dry waste and 2 tons of wet waste in a week? The company will be able to recycle these wastes in a week because of the system restrictions of 35D + 63W ≤ 200 and 55D + 42W ≤ 150. The company will be able to recycle these wastes in a week because of the system restrictions of 35D + 55D ≤ 150 and 42W + 63W ≤ 200. The company will not be able to recycle these wastes in a week because of the system restrictions of 35D + 42W ≤ 200 and 55D + 63W ≤ 150. The company will not be able to recycle these wastes in a week because of the system restrictions of 35D + 42W ≤ 150 and 55D + 63W ≤ 200.

OpenStudy (anonymous):

@phi @superdavesuper @undeadknight26 @hba @sel95 @ganeshie8

OpenStudy (anonymous):

You should probably break this down too make it simpler

OpenStudy (superdavesuper):

"workforce can work for maximum 150 hours in a week " "machine can work for maximum 200 hours in a week" here are the two limits for ur inequalities...

OpenStudy (anonymous):

So then we know that the inequality sign will be less than or equal to

OpenStudy (anonymous):

So the answer is B?

OpenStudy (superdavesuper):

That is correct - good job! :)

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