A workshop of Peter's Potters makes vases and pitchers. Profit on a vase is $3, profit on a pitcher is $4. Each vase requires
hour of labor, each pitcher requires 1 hour of labor. Each item requires 1 unit of time in the kiln. Labor is limited to 4 hours per day and kiln time is limited to 6 units per day. Initial and final tableaux are shown in finding the production plan that will maximize profits: (x = the number of vases and y = the number of pitchers made per day).
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(initial)(final)How much surplus kiln time is available when the optimal plan is in effect?
A. 2 units
B. 1 unit
C. 4 units
D. 0 units
E. none of these
Answer: D
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A. A = csc-1
B. A = sec-1
C. A = sec-1
D. A = csc-1
Match the graph of the function f to its inverse f-1.
A.
B.
C.
D.
Solve the problem.Find the exact interest on a loan of $5500 at 12% annually for 134 days.
A. $245.67 B. $240.17 C. $236.88 D. $242.30
Solve using the elimination method. Use a graphing calculator to check your answer.x -
y = -18
x +
y = -9
A. (0, 12) B. (0, -12) C. (-12, 0) D. (12, 0)