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Financial and Cost-Volume-Profit Models
Chapter 12
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Financial Modeling Quantitative simulation of relations among various factors Allows the organization to assess “what if” scenarios to support Decision making Forecasting
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Cost-Volume-Profit Models
Illustrates the relationship between sales volume, costs and revenues Based on variable (direct) costing Sales – variable costs = contribution margin Each additional unit sold “contributes” that amount to the bottom line Breakeven point is reached when total contribution equals total fixed costs
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Cost-Volume-Profit Models
Basic formula Unit sales = Breakeven point occurs at a profit of zero Fixed cost + desired profit Contribution margin per unit
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Cost-Volume-Profit Models
Example Sales price = $100 Variable cost per unit = $40 Total fixed cost = $36,000
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Profit Breakeven point Variable cost Loss
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Cost-Volume-Profit Models
Income tax effect “Desired profit” in basic model assumes no income taxes Obviously, more units must be sold if taxes must be paid on the profits Adjustment to basic model Unit sales = Fixed cost + Profit / (1 – tax rate) Contribution margin per unit
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Cost-Volume-Profit Models
Same example Desired profit = $24,000 Basic model If tax rate is 20%
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Cost-Volume-Profit Models
Contribution margin can be used to make scarce resource allocation decisions Goal is to maximize the amount of income that can be generated How to best use the scarce resource? Determine the contribution per unit of the scarce resource Can only consider one resource at a time
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Cost-Volume-Profit Models
Multiple product situations Basic model assumes only one product Multiple product situation replaces the contribution margin per unit with the weighted average contribution margin Based on the normal relative sales volumes of the products Resulting “units to sell” is then divided among the products in their original proportions
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Cost-Volume-Profit Models
Example
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Cost-Volume-Profit Models
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Cost-Volume-Profit Models
Operating leverage Companies with relatively low variable costs per unit, but high fixed costs, experience greater swings in profitability with volume changes than do companies with high variable costs and low fixed costs Operating leverage is a multiplier %∆ in sales * operating leverage = %∆ in income
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Cost-Volume-Profit Models
Contribution margin Operating income Operating leverage =
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Cost-Volume-Profit Models
A 10% increase in sales will result in a 70% increase in Company A’s income, but only a 40% increase in Company B’s
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Multiple Driver Models
CVP model assumes all costs are either variable and driven by sales, or fixed In reality, costs and revenues have many different drivers ABC-based model should be more accurate Considers the major drivers of costs
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Sensitivity Analysis Model inputs are estimates, actual results may vary considerably Sensitivity analysis plays “what if” with the inputs Changes in volume of cost and revenue drivers How much will the income be affected by other scenarios?
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Theory of Constraints Identification and best use of bottlenecks
Bottleneck is anything that prevents the company from producing and selling more Process: machine capacity, available labor Policy: no weekend or overtime work Resource: shortage of materials Market: not enough demand for product
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Theory of Constraints
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Theory of Constraints Step 1: Identify appropriate value measure
Usually throughput Step 2: Identify bottlenecks Work piling up, unused capacity, etc. Step 3: Optimize the bottleneck What will produce the greatest value?
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Theory of Constraints Step 4: Adjust process to bottleneck’s needs
Produce only what is needed by the bottleneck Step 5: Alleviate the bottleneck Add capacity, demand, etc. Step 6: Repeat steps 1-5 Eliminating one bottleneck creates another
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