Solve the problem.Suppose a business can sell x gadgets for p = 250 - 0.01x dollars apiece, and it costs the business 
dollars to produce the x gadgets. Determine the production level and cost per gadget required to maximize profit.
A. 10,000 gadgets at $150.00 each
B. 111 gadgets at $248.89 each
C. 13,750 gadgets at $112.50 each
D. 11,250 gadgets at $137.50 each
Answer: D
Mathematics
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Find the derivative of the function.y = ?4e-2? cos 2?
A. ?3e-2?(4 cos 2? - 2? cos 2? - 2? sin 2?) B. -2?3e-2? sin 2? C. ?3e-2?(4 cos 2? - 2 cos 2? + 2 cos 2?) D. -56?3e-2? sin 2?
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Simplify, if possible. If the answer is undefined, state so.
A. 
B. 5
C. - 5
D. - 
Mathematics
Find the quotient.
A. -25
B. -15
C. - 
D. 15
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Find all solutions to the equation. Express the solution in degrees.sin x = 0
A. 180°n B. 360°n C. 90° + 360°n D. 90° + 180°n
Mathematics