Find the specified maximum and / or minimum.Find the maximum and minimum of 
subject to 
, 
, 
, and 
.
A. 40, -108
B. -108, 0
C. 40, 0
D. -80, -108
Answer: A
Mathematics
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A closed rectangular box having a volume of 
is to be constructed. If the material for the sides costs 
and
the material for the top and bottom costs 
, find the dimensions of the box that can be constructed with minimum cost.
What will be an ideal response?
Mathematics
Multiply.0.04 × 1000
A. 0.04 B. 400 C. 40 D. 4
Mathematics
Convert. When necessary, round the answer to two decimal places.4
pounds = ____ ounces
A. 42 B. 66 C. 82 D. 67
Mathematics
Solve using matrices.-2x - y + 6z = -8-6x - 6z = -54 7y + z = 44
A. (7, 2, 6) B. (7, 6, 2) C. (-7, 6, 14) D. (6, 2, 7)
Mathematics