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Bunuel
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but budget constraint is not fulfilled by Plan B (215million)

Check the question:

Disregarding the budget constraint, which of the plans meet all of the school’s building requirements?
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I thought this meant atleast 80 offices per floor, no?

" A separate floor must include individual offices for at least 80 faculty members and administrators"

Now there are several floors on each proposal so none meets the requirement. Please clarify.

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I thought this meant atleast 80 offices per floor, no?

" A separate floor must include individual offices for at least 80 faculty members and administrators"

Now there are several floors on each proposal so none meets the requirement. Please clarify.

Bunuel

You misunderstood. The requirement does NOT mean "at least 80 offices on every floor."

It says: "A separate floor must include individual offices for at least 80 faculty members and administrators."

That means there needs to be ONE dedicated floor where at least 80 offices are located. It does NOT require multiple floors to each have 80+ offices.
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I did not quite understand the solution. why the budget is not considered.
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I did not quite understand the solution. why the budget is not considered.

Check the question:

Disregarding the budget constraint, which of the plans meet all of the school’s building requirements?
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I don’t quite agree with the solution. "Plan C has capacity for 2,000 students, 38 study rooms (required = 2,000 ÷ 50 = 40), 90 faculty offices, and 40% open area. Plan C does not meet the study room requirement."

you are supposed to divide with "38" why did you divide with "50"?
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I don’t quite agree with the solution. "Plan C has capacity for 2,000 students, 38 study rooms (required = 2,000 ÷ 50 = 40), 90 faculty offices, and 40% open area. Plan C does not meet the study room requirement."

you are supposed to divide with "38" why did you divide with "50"?

We divide by 50 because the requirement allows at most 50 students per study room. Thus, 2,000 students require 2,000/50 = 40 rooms. The number 38 is the number of rooms Plan C actually provides, not the number used to calculate how many rooms are required.
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