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A Company Processes Chemicals Through a Common Production Process ACalculate the Incremental Profit or Loss That Would Be Generated

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Essay

A company processes chemicals through a common production process.This process costs $200,000 each year.The four chemicals can be sold when they emerge from this process at the "split-off point," or processed further and then sold.Data about the four products for the coming period are:
 Unit Sales  Unit Sales  Price per  Price per  Pound  Pound  Additional  at Split-Off  after Further  Processing  Product Volume Point Processing Costs  A 25,000 g$35.00$54.00$500,000 B 12,000 g12.0036.00124,000 C 8,000 g36.0054.00120,000 D 2,000 g12.0021.0025,000\begin{array}{lrrrr}&&\text { Unit Sales } & \text { Unit Sales } & \\&&\text { Price per } & \text { Price per } & \\&&\text { Pound } & \text { Pound } & \text { Additional } \\&&\text { at Split-Off } & \text { after Further } & \text { Processing }\\ \text { Product}&\text { Volume }&\text {Point}&\text { Processing }&\text {Costs }\\ \text { A } & 25,000 \mathrm{~g} & \$ 35.00 & \$ 54.00 & \$ 500,000 \\\text { B } & 12,000 \mathrm{~g} & 12.00 & 36.00 & 124,000 \\& & & & \\\text { C } & 8,000 \mathrm{~g} & 36.00 & 54.00 & 120,000 \\\text { D } & 2,000 \mathrm{~g} & 12.00 & 21.00 & 25,000\end{array}

a.Calculate the incremental profit or loss that would be generated by processing these chemicals further.
b.Which chemicals should be sold as is and which should be processed further and why?


Definitions:

Negative Slope

A downward slope indicating an inverse relationship between two variables, where an increase in one correlates with a decrease in the other.

Xy Axis

Refers to the two-dimensional coordinate system formed by the intersection of the x-axis (horizontal) and y-axis (vertical), used for graphing equations or data points.

Phi Coefficient

A measure of the degree of association between two binary variables, ranging from -1 to 1.

Coefficient of Determination

A statistical measure, often denoted as R^2, that represents the proportion of variance for a dependent variable that's explained by one or more independent variables.

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