Solve the problem.Find the optimum number of batches (to the nearest whole number) of an item that should be produced annually (in order to minimize cost) if 180,000 units are to be made, it costs $2 to store a unit for one year, and it costs $440 to set up the factory to produce each batch.
A. 20 batches
B. 14 batches
C. 16 batches
D. 22 batches
Answer: A
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Solve the problem.The annual wheat production of a particular region can be modeled by the polynomial 
where r is the number of years since this data was first recorded. The wheat acreage harvested annually is modeled by 
Find a polynomial that represents the annual yield per acre of wheat harvested.
A. 5r2 + 2r + 5
B. r2 + 5 r + 2
C. 5r2 - 2r - 5
D. 5r2 + 2r + 
Evaluate the double integral over the given region.
R = {(x, y): 0 ? x ? 1, 0 ? y ? 1}
A. 
(e5 - e3 - e2 + 1)
B. 
(e5 - e3 - e2 - 1)
C. 
(e5 - e3 - e2 + 1)
D. 
(e5 - e3 - e2 - 1)
Determine whether the improper integral is convergent or divergent.
A. Convergent B. Divergent
Translate using numbers and symbols.Eight minus three
A. 3 - 8 B. 8 - x C. 8 - 4 D. 8 - 3