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A Company Has the Cost Structure Shown in the Table

question 72

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A company has the cost structure shown in the table and faces a demand in July that exceeds capacity by 200 units. They enter June with an inventory of zero and a demand equal to capacity. Their best course of action in order to completely fill all of the orders for both June and July by the end of July is to subcontract the extra 200 units in June and hold the inventory one period for July's demand.
 Managerial Lever  Cost  Regular production $1,000/ unit  Overtime production $1300/ unit  Subcontracting $1200/ unit  Inventory holding $100/ unit/month  Backlog cost $400/ unit/month \begin{array} { | l | c | } \hline { \text { Managerial Lever } } & \text { Cost } \\\hline \text { Regular production } & \$ 1,000 / \text { unit } \\\hline \text { Overtime production } & \$ 1300 / \text { unit } \\\hline \text { Subcontracting } & \$ 1200 / \text { unit } \\\hline \text { Inventory holding } & \$ 100 / \text { unit/month } \\\hline \text { Backlog cost } & \$ 400 / \text { unit/month } \\\hline\end{array}


Definitions:

Point Estimate

A single value or statistic used to estimate the parameter of a population.

Daily Production

The total quantity or volume of goods and services produced within a single day by a company, industry, or economic sector.

Population

The complete set from which data or individuals are drawn for statistical measurement or analysis, distinguishable by specific characteristics.

Interval Estimate

An estimate of a population parameter that provides a range of values instead of just a single point.

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