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Pepper Department Store Allocates Its Service Department Expenses to Its

question 35

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Pepper Department store allocates its service department expenses to its various operating (sales) departments. The following data is available for its service departments:  Expense  Basis for allocation  Amount  Rent  Square feet of floor space $24,000 Advertising  Amount of dollar sales $30,000 Administrative  Number of employees $45,000 The following information is available for its three operating (sales)  departments:  Department  Square  Feet  Dollar Sales  Number of  employees  A 3,000$280,0006 B 3,400$300,0008 C 3,600$420,00010 Totals 10,000$1,000,00024\begin{array}{l}\begin{array} { l l l } \text { Expense } & \text { Basis for allocation } & \text { Amount } \\\text { Rent } & \text { Square feet of floor space } & \$ 24,000 \\\text { Advertising } & \text { Amount of dollar sales } & \$ 30,000 \\\text { Administrative } & \text { Number of employees } & \$ 45,000\end{array}\\\\\text { The following information is available for its three operating (sales) departments: }\\\\\begin{array} { l c c r c } \text { Department } & \begin{array} { c } \text { Square } \\\text { Feet }\end{array} & \text { Dollar Sales } & \begin{array} { c } \text { Number of } \\\text { employees }\end{array} \\\text { A } & 3,000 & \$280,000 & 6 \\\text { B } & 3,400 & \$300,000 & 8 \\\text { C } & 3,600 & \$420,000 & 10 \\\text { Totals } & \underline { 10,000 } &\$1,000,000 &24 \\\hline\end{array}\end{array}
-What is the total advertising expense allocated to Department B?


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Elementary Units

The simplest, indivisible entities which a data set or a statistical analysis is concerned with.

Finite Result

An outcome or solution that is fixed and definitive, with limitations in terms of size, number, or extent.

Discrete Variable

A variable that can take on a countable number of distinct values and cannot take on every value within its range.

Discrete Random Variable

A variable that can take on a countable number of distinct values, often associated with experiments that have a finite set of possible outcomes.

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