Adventure Works management is considering various pricing options for its most popular bike model, the Mountain-200. In this section, you will perform a what-if analysis to predict revenues, costs, and profits for this model under different conditions, using one-variable data tables, two-variable data tables, and scenarios.
a. Add a new blank worksheet to the workbook, and name it Mountain-200 What-If.
b. Starting in cell A1, enter the following as the baseline model for your analysis.
What-If Analysis for Mountain-200 Cost and Pricing |
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Unit Price | $ 2,300 |
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Quantity Sold | 100 |
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Revenue | (Enter formula to calculate based on Unit Price and Quantity Sold) |
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Variable Cost per Unit | $630 |
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Total Variable Cost | (Enter formula to calculate based on Quantity Sold and Variable Cost per Unit) |
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Fixed Cost | $60,000 |
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Total Cost | (Enter formula to calculate based on Total Variable Cost and Fixed Cost) |
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Gross Profit | (Enter formula to calculate based on Revenue and Total Cost) |
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c. Assign meaningful names to the cells in the right column, using the labels in the left column.
d. On the same worksheet, create a one-variable data table that varies the Unit Price from $2,000 to $2,500 in increments of $50, and shows the corresponding values for revenue, total cost, and gross profit. Apply conditional formatting to highlight gross profit values greater than $120,000.
e. On the same worksheet, create a two-variable data table that varies the unit price from $2,000 to $2,500 in increments of $50 and also varies the quantity sold from 75 to 125 in units of 5, showing the corresponding values for gross profit. Apply conditional formatting to highlight gross profit values greater than $120,000.
f. On your own: Create a one-variable data table that varies the variable cost per unit from $500 to $750 by increments of $25, showing corresponding values for total cost and gross profit.
g. On your own: Create a two-variable data table that varies the variable cost per unit from $500 to $750 by increments of $25, and varies the fixed cost from $50,000 to $70,000 by increments of $2,000, showing the corresponding values of gross profit.
h. Using the scenario manager, create three scenarios named high, midrange, and economy, with the values shown below for the changing cells.
Changing Cell | High | Midrange | Economy |
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Unit Price | $2,550 | $2,300 | $2,050 |
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Quantity Sold | 90 | 100 | 110 |
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Variable Cost per Unit | $565 | $630 | $695 |
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i. Generate a scenario summary report for the above scenarios, with revenue, total cost, and gross profit as the result variables. Place the scenario summary report worksheet immediately after the Mountain-200 What-If worksheet in the workbook.
j. Save the workbook file.
NOTE: Save your work before continuing on to Step 5!