Data Given To Solve Any Accounting Problems I Recommend

Data Givento Solve Any Accounting Problems I Recommend That You First

Data Given To solve any accounting problems I recommend that you first lay out the data given. SKICO_Inc Sales in units 160,000 Sales $ 16,000,000 Operating Expenses Variable Expenses $ 4,000,000 Fixed Expenses $ 6,000,000 Total Expenses $ 10,000,000 Net Income $ 6,000,000 revenue per unit $ 100 variable cost per unit $ 25 contribution margin per unit $ 75 breakeven point in units safety margin in units safety margin in dollars $ - 0 Proof revenue $ - 0 variable expenses fixed expenses net profit Ginn Tips on Activity 5.3 Dr. Ginn’s Tips for Doing Problem 7-42 1, 3 A. Please check the accounting data file provided by your instructor. Make sure you are using the right data to solve the problem.

B. Consider the fundamental concepts you are expected to demonstrate. Problem 7-42 is on cost volume profit analysis. It is about solving for the breakeven point. Breakeven charts graphically represent operating leverage. The higher the fixed costs are, the higher the operating leverage. Firms with high operating leverage show a steeper decline in losses as the volume drops below the breakeven point and steeper increase in profits after the volume passes the breakeven point.

C. Find a model in the chapter that provides an example of breakeven analysis. There are two kinds of breakeven charts. I prefer the ones that have a line for fixed costs, variable costs, total costs, and total revenue. These illustrate the concept of operating leverage.

D. Lay out the problem. Your task is to look at all the information given in the text and transfer it for analysis.

E. Do not hesitate to use any template provided by the course creator. You may choose to work the problem using an Excel template provided by the instructor as a supplement or as an alternative approach. If you use an Excel template provided by the instructor, do the following steps. Graphical Solution: To solve the problem graphically, first open an Excel file and create a worksheet labeled “Dataâ€. Next, transcribe the information given in the text to the Data worksheet. It is always good practice to develop worksheets that are interactive, so create another worksheet and copy and paste all the information from the data worksheet onto the “Interactive†worksheet.

Next, identify the cells that are a function of changes in volume, color them for easy reference, and construct formulae in the necessary cells to make the worksheet interactive for purposes of pro forma planning. Sales will be a function of volume multiplied by price, so create a volume cell and a price cell. The sales cell will be calculated by a formula in the cell that refers to volume and price.

Similarly, for calculation of variable costs, use the same volume cell but create a variable cost per unit cell. Variable costs will be calculated by a formula in the cell that refers to cost per unit and volume. This interactive worksheet will help clarify the cells that change due to volume. For the graphical solution, you need the data to make a graph or chart. Open a new worksheet and label it “Graphs.†Construct a row that gives you the data you will need to make a graph.

You will need lines for volume, net income, sales revenue, variable expenses, fixed expenses, and total expenses. You can generate this data fairly easily by establishing a column of volumes. After you have entered two or three cells to establish the pattern of numbers, you can extend the column using fill handle. If the first row is constructed using an algebraic formula to determine cell values. You can extend all the values from the first row downward using fill handle.

Note that fixed costs are a constant and do not change. However, you need to generate a column of fixed expenses so that you can graph it. Select the relevant columns for your chart or charts. Go to the insert tab on the menu and choose the desired chart option. Note that there are two formats for CVP charts, so make a profit volume graph on one worksheet tab and do an alternate format graph with variable expenses, fixed expenses, total expenses, and sales revenue on another worksheet tab.

Algebraic Solution: To check the accuracy of your graph. Take the formula from the first row and calculate the breakeven using “goal seek.†Go to Data/Data Tools/What If Analysis/Goal Seek. Set the Net Income to the desired level and see what volume is required. The goal is net income and volume is what you change. Compare the breakeven point derived from the Goal Seek to the breakeven points in each of your charts.

If the all come out the same, then you can be confident that you know the breakeven point. F. Complete the analysis even if you have doubts. G. Take a break and allow your brain to synthesize. H. Note that the text provides a check figure of $8,000,000 for the breakeven point. Review and amend your work until you get these results.

Paper For Above instruction

Cost-volume-profit (CVP) analysis is a fundamental financial tool that helps managers understand how changes in costs, sales volume, and pricing affect a company's profit. The provided data for SKICO Inc., including sales volume, sales revenue, variable and fixed expenses, serve as a foundation to explore the critical breakeven point—the level of sales at which total revenues equal total expenses, resulting in zero net income.

Understanding the components of CVP analysis begins with the basic data: SKICO Inc. sells 160,000 units at $100 per unit, generating $16 million in sales revenue. The variable expenses amount to $4 million, while fixed expenses are $6 million, culminating in total expenses of $10 million. The net income of $6 million indicates a profitable operation. Key ratios such as the contribution margin per unit ($75) and contribution margin ratio (75%) are instrumental in conducting accurate breakeven analysis.

Theoretical Foundations of CVP Analysis

CVP analysis revolves around understanding the behavior of costs and revenues concerning sales volume. Fixed costs are constant irrespective of sales volume, whereas variable costs fluctuate proportionally with sales. The contribution margin per unit reflects the amount contributed towards covering fixed costs and generating profit after variable costs are deducted. The breakeven point in units is calculated by dividing total fixed costs by the contribution margin per unit:

Breakeven units = Fixed Expenses / Contribution Margin per Unit = $6,000,000 / $75 ≈ 80,000 units.

This indicates SKICO must sell approximately 80,000 units to cover all expenses, aligning with the data given.

Graphical Representation of CVP and Operating Leverage

Graphical tools such as breakeven charts provide a visual understanding of CVP analysis. These charts typically plot total revenue, total costs, fixed costs, variable costs, and profit margins against sales volume. An important concept illustrated through these graphs is operating leverage — the degree to which a firm utilizes fixed costs to generate profits.

Firms with high fixed costs exhibit a steeper slope in their profit-volume graph. This steeper slope indicates higher operating leverage, which magnifies profit changes at sales levels above breakeven but also increases risk when sales are below breakeven.

For SKICO, with fixed expenses of $6 million, the breakeven chart vividly demonstrates how fluctuating sales impact profitability. The total revenue line intersects the total expenses line at approximately 80,000 units, validating the calculated breakeven point.

Using Spreadsheet Tools for CVP Analysis

A practical approach involves spreadsheet modeling, which allows managers to simulate various scenarios dynamically. By creating interactive Excel worksheets, one can adjust sales volume, prices, and costs to observe their impact on net income and the breakeven point.

Typically, an Excel model includes separate worksheets for data input, calculations, and graphical outputs. The data worksheet records sales units, revenues, costs, and profits. The interactive worksheet uses formulas linked to input cells, allowing for what-if analyses. For instance, changing the sales volume automatically updates the contribution margin, total costs, and profit figures.

Graphing these relationships offers visual insights into operating leverage and risk. Such models enable managers to make informed decisions about pricing strategies, cost controls, and sales targets.

Analytical Verification and the Goal Seek Function

Excel’s Goal Seek utility serves as a verification tool for calculations derived from graphs and formulas. By setting desired profit levels and adjusting sales volume, managers can pinpoint the exact sales needed to reach specific financial goals. In SKICO's case, setting net income to zero enables the calculation of the breakeven sales volume, which should corroborate the earlier computed 80,000 units.

Through iterative testing, this method enhances confidence in the analysis and helps identify any discrepancies that might arise from data input or formula errors. The consistency between graphical, algebraic, and goal-seek results affirms the robustness of the CVP analysis.

Conclusion

Cost-volume-profit analysis is an integral component of managerial decision-making, providing insights into the relationship between sales, costs, and profits. The SKICO Inc. data exemplifies how understanding fixed and variable costs, contribution margins, and breakeven points inform strategic considerations. Employing graphical models, spreadsheet simulations, and Excel tools like Goal Seek promotes accuracy and clarity in financial analysis. Ultimately, mastery of CVP analysis supports more effective planning, risk assessment, and operational leverage management, vital for sustaining profitability in competitive environments.

References

• Horngren, C. T., Sundem, G. L., Stratton, W. O., Burgstahler, D., & Schatzberg, J. (2014). Introduction to Managerial Accounting. Pearson.
• Garrison, R. H., Noreen, E. W., & Brewer, P. C. (2018). Managerial Accounting. McGraw-Hill Education.
• Hilton, R. W., & Platt, D. (2015). Managerial Accounting: Creating Value in a Dynamic Business Environment. McGraw-Hill Education.
• Drury, C. (2018). Management and Cost Accounting. Cengage Learning.
• Weygandt, J. J., Kimmel, P. D., & Kieso, D. E. (2018). Financial Accounting. Wiley.
• Blocher, E., Stout, D., Juras, P. E., & Cokins, G. (2019). Cost Management: A Strategic Emphasis. McGraw-Hill Education.
• Kaplan, R. S., & Norton, D. P. (1996). The Balanced Scorecard: Translating Strategy into Action. Harvard Business Review Press.
• Anthony, R. N., & Govindarajan, V. (2007). Management Control Systems. McGraw-Hill.
• Block, S. B., Hirt, G. A., & Daniel, M. (2017). Foundations of Financial Management. McGraw-Hill Education.
• Simons, R. (2000). Performance Measurement & Control Systems for Implementing Strategy. Prentice Hall.