Math 241

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The graph of the derivative of the function f is shown. Determine the x-coordinates of all stationary and singular points of f, and classify each as a relative maximum, relative minimum, or neither, if a = 7 and b = 2. (Assume that f(x) is defined and continuous everywhere in 
[−66].)
 HINT [See Example 5.]
f has a singular     at x =    minimum at x =        at 
x = 0.

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14./0.58 pointsWaneAC5 5.2.001.My Notes  |
 
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Solve the optimization problem. HINT [See Example 2.]
Maximize P = xy with x + y = 16.
P = [removed]

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15./0.58 pointsWaneAC5 5.2.009.My Notes  |
 
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For a rectangle with a perimeter 56 to have the largest area, what dimensions should it have? (Enter the smaller value first.)
[removed] × [removed]

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16./0.58 pointsWaneAC5 5.2.011.My Notes  |
 
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Assume that it costs Apple approximately
C(x) = 36,100 + 100x + 0.01x2
dollars to manufacture x 30-gigabyte video iPods in a day. How many iPods should be manufactured in order to minimize average cost?
[removed] iPods per day

What is the resulting average cost of an iPod? (Give your answer to the nearest dollar.) HINT [See Example 1.]
$ [removed]

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17./0.72 pointsWaneAC5 5.2.017.My Notes  |
 
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I would like to create a rectangular vegetable patch. The fencing for the east and west sides costs $4 per foot, and the fencing for the north and south sides costs only $2 per foot. I have a budget of $144 for the project. What are the dimensions of the vegetable patch with the largest area I can enclose? HINT [See Example 2.]
north and south sides    [removed] ft
east and west sides 
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