Multiple Choice
The total weekly revenue (in dollars) of Country Workshop associated with manufacturing and selling their rolltop desks is given by the function where x denotes the number of finished units and y denotes the number of unfinished units manufactured and sold each week. Compute
and
when x = 200 and y = 180. Interpret your results.
A) $36/unit; $24/unit The weekly revenue increases by $36/unit for each additional finished desk produced (beyond 200) when the level of production of unfinished desks remains fixed at 180; the revenue increases by $24/unit when each additional unfinished desk (beyond 180) is produced and the level of production of finished desks remains fixed at 200.
B) - $380/unit; - $20/unit The weekly revenue decreases by $380/unit for each additional finished desk produced (beyond 200) when the level of production of unfinished desks remains fixed at 180; the revenue decreases by $20/unit when each additional unfinished desk (beyond 180) is produced and the level of production of finished desks remains fixed at 200.
C) $36/unit; - $24/unit The weekly revenue increases by $36/unit for each additional finished desk produced (beyond 200) when the level of production of unfinished desks remains fixed at 180; the revenue decreases by $24/unit when each additional unfinished desk (beyond 180) is produced and the level of production of finished desks remains fixed at 200.
D) $24/unit; $36/unit The weekly revenue increases by $36/unit for each additional finished desk produced (beyond 200) when the level of production of unfinished desks remains fixed at 180; the revenue decreases by $24/unit when each additional unfinished desk (beyond 180) is produced and the level of production of finished desks remains fixed at 200.
Correct Answer:

Verified
Correct Answer:
Verified
Q173: Find the volume of the solid bounded
Q174: Find the second-order partial derivatives of the
Q175: If <img src="https://d2lvgg3v3hfg70.cloudfront.net/TB6026/.jpg" alt="If is
Q176: The total daily profit (in dollars) realized
Q177: Find the critical point(s) of the function.
Q179: Body mass index (BMI) is used to
Q180: With computer security always a hot-button issue,
Q181: The management of Kaldor, a manufacturer of
Q182: An open rectangular box having a volume
Q183: Find the critical point(s) of the function.