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Newman Company Recently Installed an Activity-Based Relational Database -Refer to the Figure

question 125

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Newman Company recently installed an activity-based relational database. Using the information contained in the activity relational table, the following pool rates were computed:
$400 per purchase order
$24 per machine hour, Process 1
$30 per machine hour, Process 2
$80 per engineering hour

Two products are produced by Special Products: X and Y. The plant has two manufacturing processes, Process 1 and Process 2. Other processes include engineering, product handling, and procurement. Product X goes through Process 1 while Product Y goes through Process 2. The product relational table for Special Products is as follows:
Product X:Activity Driver # and Name Activity Usage 1 Units 200,0002 Purchase orders 2503 Machine hours 80,0004 Engineering hours 1,250\begin{array}{llr} &\text {Product X:}\\& \text {Activity Driver \# and Name}&\text { Activity Usage }\\1 & \text { Units } & 200,000 \\2 & \text { Purchase orders } & 250 \\3 & \text { Machine hours } & 80,000 \\4 & \text { Engineering hours } & 1,250\end{array}



Product X:Activity Driver # and Name Activity Usage 1 Units 25,0002 Purchase orders 1253 Machine hours 10,0004 Engineering hours 1,500\begin{array}{llc} &\text {Product X:}\\& \text {Activity Driver \# and Name}&\text { Activity Usage }\\1 & \text { Units } & 25,000 \\2 & \text { Purchase orders } & 125 \\3 & \text { Machine hours } & 10,000 \\4 & \text { Engineering hours } & 1,500\end{array}
-Refer to the figure.What is the unit cost of Product Y?


Definitions:

Symmetric

A shape or distribution where one half is a mirror image of the other half, indicating that the data values are equally spread around the center.

Probability of Success

The likelihood or chance that a specific event or outcome will occur, often represented as a percentage or a value between 0 and 1.

Discrete Random Variable

A variable that can take on a finite or countably infinite number of values, representing outcomes of a random process.

Variance

The measure of dispersion that represents the average of the squared differences from the mean of a data set.

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