Rewrite the following linear programming problem as a maximization problem whose constraints have the form [polynomial] ? [constant].Minimize 3x - y subject to 
What will be an ideal response?
Maximize y - 3x subject to 
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Solve the rational inequality. Express your solution on a number line using interval notation.
> 0
A. (-9, 8)
B. (-?, -9) or (8, ?)
C. (-?, -9)
D. (8, ?)
Solve for y.8y + x2 = x + 10
A. y = 
B. y = x + 10 - x2
C. y = x2 - x - 10
D. y = 
Factor completely. If the polynomial is prime, say so.4wx - 2wy - 2xz + yz
A. (2w + z)(2x + y) B. (2wz)(2x - y) C. (2 - z)(2wx - y) D. (2w - z)(2x - y)
Solve the problem.Matthew has two different stocks. One of the stocks is worth $9 more per share than the other. He has 16 shares of the more valuable stock and 32 shares of the other stock. His total assets in stocks is 
How much is the more expensive stock worth per share?
A. $9 per share B. $54 per share C. $34 per share D. $52 per share