Find the maximum value of the objective function and where it occurs, subject to the indicated constraints. (You should graph the feasible solutions on the grid below before you attempt to find the minimum and maximum values.)
Objective function:z = 6x - 7y
Constraints:
A. maximum = 24 at (4, 0)
B. The maximum is unbounded.
C. maximum = 35 at (0, 5)
D. maximum = 12 at (2, 0)
E. There is no maximum. The feasable solution set is empty.
Answer: D
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Rationalize the denominator of each fraction.
A. 
(
+ 1)
B. 
(
- 1)
C. 
(
+ 1)
D. 
(
+ 1)
Name the property illustrated by the statement.x ? 
= 1
A. associative property of multiplication B. inverse property of multiplication C. identity property of multiplication D. distributive property
Find the approximate change in z when the point 
changes from 
to 
.
?
; from 
to 
?
A. -0.004
B. ?0.002
C. ?-0.04
D. ?0.004
E. ?-0.008
Evaluate using a calculator. Round your answer to the nearest ten-thousandth.log827.69
A. 3.4613 B. 1.5971 C. 0.6261 D. 1.4423