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40 Cards in this Set
- Front
- Back
Cost-volume-profit analysis |
studies the behavior and relationship among these elements as changes occur in the units sold, the selling price, the variable cost per unit, or the fixed costs of a product. |
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Steps in solving a problem |
1) Identify the problem and the uncertainties 2) Obtain information 3) Make predictions about the future 4) Make decisions by choosing among alternatives. 5) Implement the decision, evaluate performance, and learn. |
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CVP analysis |
begin with identifying which costs are fixed and which are variable and then calculate the Contribution Margin. |
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Contribution margin |
is the difference between the total revenues and total variable costs (Total revenue-Total varible cost=Contribution margin). Contribution margin indicates why operating income changes as the number of units sold changes. |
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Contribution marging per unit |
is a useful tool for calculating contribution margin and operating income (Selling Price-Variable cost per unit = Contribution Margin per unit). |
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Calculation contribution margin using the contribution margin per unit |
Contribution margin = Contribution margin per unit*Units sold |
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Contribution income statement |
groups costs into variable costs and fixed costs to highlight contribution margin. |
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Contribution margin percentage (or contribution margin ratio) |
(contribution margin per unit)/(Selling Price).
It is the contribution margin per dollar of revenue. If the percentage is 40%, than the company earns 40% of each dollar of revenue (40 cents of each dollar). |
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Contribution margin calculation (using the Contribution margin percentage) |
Contribution margin = Contribution margin percentage*Revenues |
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Expressing the CVP Relationship |
1) The equation method 2) The contribution method 3) The graph method |
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Equation method |
Each column is expressed as an equation: 1) Revenues - Variable costs - Fixed cost = Operating income. 2) How are revenues in each column calculated? Revenues = Selling price (SP) * Quantity of units sold (Q) 3) How are variable costs in each column calculated? Variable Costs = Variable cost per unit (VCU) * Quantity of units sold (Q). So, ((SP*Q sold)-(VCpU * Q))-FxC = Operating income |
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Contribution margin method |
(Contribution Margin per unit * Q) - Fixed costs = operating income |
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Graph Method |
In this method we represent the total cost and revenue graphically. Each is shown as a line on a graph. We need two points on the graph to plot the line representing each of them. 1) Total costs line - is the sum of fixed costs and variable costs. 2) Total revenues line. |
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Cost Volume Profit assumptions |
1) Change in the revenues and costs arise only because of the changes in the number of products (or service) units sold. 2) Total costs can be separated into two components: a fixed component that doesn't vary and a variable component that changes with respect to units sold. 3) When represented graphically, the behaviors of total revenues and total costs are linear in relation to units sold within a relevant range. 4) Selling price, variable cost per unit, and total fixed costs are known and constant |
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The Breakeven Point |
is that quantity of output sold at which total revenues equal total costs - that is, the quantity of output sold that results in $0 of operating income. (SP-Q) - (VCU*Q) - FC = 0 |
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Breakeven number of units = |
(Fixed cost)/(Contribution margin per unit) |
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Breakeven revenues = |
(Breakeven number of units)*(Selling Price) |
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or, Breakeven Revenues = |
(Fixed costs) / (Contribution Margin %) |
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Breakeven point tells the managers |
how much they must sell to avoid a loss. |
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Target Operating income |
((SP * Q) - (VC * Q)) - FC = Target income
Start from inputting the target income number |
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or, Target Operating Income |
(Contribution Margin * Q) - Fixed Costs = Target Operating Income |
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Quantities of units required to be sold to get the Target Operating income = |
(Fixed Cost + Target Operating Income) / (Contribution Margin per Unit) |
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Target Net Income = |
(Target Operating Income) - (Target Op Income * Tax Rate) or, (Target op income)*(1-tax rate) |
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CVP Analysis can be used |
to evaluate how operating income will be affected if the original predicted data are not archived - say, if sales are 10% lower than estimated. |
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At what price can I sell 50 units (purchased at $115 p/unit) and continue to earn an operating income of $1,200? |
1) Target operating income + Fixed costs = Target Contribution Margin 2) Target Contribution Margin / Number of Units Sold = Target contribution margin per unit 3) Target Contribution Margin per unit + Variable cost per unit = Total selling price
=$179 |
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Senstitivity Analysis |
Broadens managers' perspectives to posible outcomes that might occur before costs are committed. What will operating income be if the quantity of units sold decreases by |
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Margin of safety = |
Budgeted (or actual) revenues - Breakeven revenues |
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Margin of Safety in units = |
Budgeted (or actual) sales quantity - Breakeven quantity |
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Margin of Safety percentage = |
(Margin of Safety in dollars) / (Budgeted (or actual) revenues) |
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Operating Leverage |
describes the effects that fixed costs have on changes in operating income as changes occur in units sold and contribution margin. Organizations with a high proportion of fixed costs in their cost structures have a high operating leverage. |
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Degree of Operating leverage = |
(Contribution Margin) / (Operating Income) |
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Sales Mix |
is the quantities (or proportion) of various products (or services) that constitute total unit sales of a company. |
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Breakeven point in bundles = |
(Fixed Costs) / (Contribution margin per bundle) |
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Contribution margin percentage for the bundle = |
(Contribution margin of the bundle) / (Revenue of the bundle) |
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Breakeven Revenues = |
(Fixed Costs) / (Contribution Margin Percentage for the bundle) |
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Number of bundles required to be sold to break even = |
(Breakeven Revenues) / (Revenue per bundle) |
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Contribution Margin vs Gross Margin |
1) Contribution Margin = Revenues - All Variable Costs 2) Gross Margin = Revenues - Cost of Goods Sold (only) |
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Contribution Income Statement Emphasizing |
1) Revenues 2) - Variable manufacturing costs 3) - Variable nonmanufacturing costs 4) = Contribution margin 5) - Fixed manufacturing costs 6) - Fixed nonmanufacturing costs 7) = Operating income |
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Financial Accounting Income Statement Emphasizing Gross Margin |
1) Revenues 2) - Cost of Goods Sold ( Variable manufacturing costs + fixed manufacturing costs) 3) = Gross Margin 4) - Nonmanufacturing costs 5) = Operating income |
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Gross Margin can be expressed |
as total, as amount per unit, or as a percentage (Just like the contribution margin) |