ࡱ> EG` {bjbj ]Sq DDDT|;|;|;<= 0@(X@"z@z@z@   $h#RBDЄm ЄЄB z@z@,W>؉؉؉Єj z@Dz@؉Є؉؉ڞvDz@$@ pvx|;:~ȡT uu,&uD̠ ؉7   BBz^   ЄЄЄЄ!|;|;  Chapter 5 Lecture Notes  Chapter theme: Managers who understand how costs behave are better able to predict costs and make decisions under various circumstances. This chapter explores the meaning of fixed, variable and mixed costs (the relative proportions of which define an organizations cost structure). It also introduces a new income statement called the contribution approach. Types of cost behavior patterns In Business Insights Cost Structure: A Management Choice (see page 198) In Business Insights Selling Online (see page 199) Learning Objective 1: Understand how fixed and variable costs behave and how to use them to predict costs. Variable costs A variable cost is a cost whose total dollar amount varies in direct proportion to changes in the activity level. An activity base (also called a cost driver) is a measure of what causes the incurrence of variable costs. As the level of the activity base increases, the variable cost increases proportionally. Units produced (or sold) is not the only activity base within companies. A cost can be considered variable if it varies with activity bases such as miles driven, machine hours, or labor hours. As an example of an activity base, consider your total long distance telephone bill. The activity base is the number of minutes that you talk. Variable costs remain constant if expressed on a per unit basis. Referring to the telephone example, the cost per minute talked is constant (e.g., 10 cents per minute) Extent of variable costs The proportion of variable costs differs across organizations. For example: A public utility like Florida Power and Light, with large investments in equipment, will tend to have fewer variable costs. A manufacturing company like Black and Decker will often have many variable costs associated with the manufacture and distribution of its products to customers. A merchandising company like Wal-Mart will usually have a high proportion of variable costs such as the cost of merchandise purchased for resale. Some service companies, such as restaurants, have a high proportion of variable costs due to their raw material costs. Other service companies, such as an architectural firm, have a high proportion of fixed costs in the form of highly trained salaried employees. Common examples of variable costs Merchandising companies ( cost of goods sold Manufacturing companies ( direct materials, direct labor, and variable overhead. Merchandising and manufacturing companies ( commissions, shipping costs, and clerical costs such as invoicing. Service companies ( supplies, travel, and clerical. Helpful Hint: Students tend to assume that a certain type of cost is always variable or fixed. They should examine the facts of each situation before deciding whether a cost is fixed or variable. For example, a companys employment policy may determine whether direct labor costs are fixed or variable with respect to volume of output. True variable versus step-variable costs True variable costs ( the amount used during the period varies in direct proportion to the activity level.  The long distance phone bill was one example of a true variable cost. Direct material is another example of a cost that behaves in a true variable pattern. Direct materials purchased but not used can be stored and carried forward to the next period as inventory. Step-variable costs ( A resource that is obtainable only in large chunks and whose costs change only in response to fairly wide changes in activity.  For example, maintenance workers are often considered to be a variable cost, but this labor cost does not behave as a true variable cost. Small changes in the level of production are not likely to have any effect on the number of maintenance workers employed. Only fairly wide changes in the activity level will cause a change in the number of maintenance workers employed. Maintenance workers are obtainable only in large chunks of a whole person who is capable of working approximately 2,000 hours a year.  In Business Insights Coping with the Fallout from September 11 (see page 202) The linearity assumption and the relevant range Economists correctly point out that many costs that accountants classify as variable costs actually behave in a curvilinear fashion.  Nonetheless, within a narrow band of activity known as the relevant range, a curvilinear cost can be satisfactorily approximated by a straight line. The relevant range is that range of activity within which the assumptions made about cost behavior are valid. Helpful Hint: Slide 13 can be tied in with economics courses students have taken. Ask what happens to average costs when the cost curve bends downward and what economists call this part of the curve. Average costs are falling and this is roughly equivalent to what economists call increasing returns to scale. You can repeat the same question for the part of the curve that bends upward. Fixed costs A fixed cost is a cost whose total dollar amount remains constant as the activity level changes. For example, your monthly basic telephone bill is probably fixed and does not change when you make more local calls.  Average fixed costs per unit decrease as the activity level increases. For example, the fixed cost per local call decreases as more local calls are made. In Business Insights Costing the Trek (see page 203) Types of fixed costs  Committed fixed costs These costs are long-term in nature (i.e., greater than one year). These costs cannot be significantly reduced even for short periods of time without seriously impairing the profitability or long-run goals of the organization. Examples of committed-fixed costs include depreciation on buildings and equipment, and real estate taxes. In Business Insights Sharing Office Space (see page 204) Discretionary fixed costs These costs usually arise from annual decisions by management to spend in certain fixed cost areas. These costs can be cut for short periods of time with minimal damage to the long-run goals of the organization. Examples of discretionary fixed costs include advertising and research and development. A cost may be discretionary or committed depending on managements strategy. For example, some construction companies may layoff workers during months with minimal customer demand. However, other construction companies may opt to retain their workers all year. In Business Insights A Twist on Fixed and Variable Costs (see page 205) The trend toward fixed costs The trend in many industries is toward greater fixed costs relative to variable costs. For example: H&R Block employees used to fill out tax returns for customers by hand. Now, computer software is used to complete tax returns. Safeway and Kroger employees used to key-in prices by hand on cash registers. Now, barcode readers enter price and other product information automatically. As machines take over many mundane tasks previously performed by humans, knowledge workers are demanded for their minds rather than their muscles. Knowledge workers tend to be salaried, highly-trained and difficult to replace; consequently, the cost of compensating these valued employees is relatively fixed rather than variable. Is labor a variable or a fixed cost? The behavior of wage and salary costs can differ across countries, depending on labor regulations, labor contracts, and custom. For example: In France, Germany, China, and Japan management has little flexibility in adjusting the size of the labor force; hence, labor costs are more fixed in nature. Within countries managers can view labor costs differently depending on their strategy. Nonetheless, most companies in the United States continue to view direct labor as a variable cost. In Business Insights The Regulatory Burden (see page 206) In Business Insights Labor at Southwest Airlines (see page 207) Fixed costs and the relevant range The relevant range of activity for a fixed cost is the range of activity over which the graph of the cost is flat.  For example, assume office space is available at a rental rate of $30,000 per year in increments of 1,000 square feet. Fixed costs would increase in a step fashion at a rate of $30,000 for each additional 1,000 square feet. While this step-function pattern appears similar to the idea of step-variable costs, there are two important differences between step-variable costs and fixed costs. Step-variable costs can often be adjusted quickly as conditions change, whereas fixed costs cannot be changed easily. The width of the steps for fixed costs is wider than the width of the steps for step-variable costs. For example, a step-variable cost such as maintenance workers may have steps with a width of 40 hours a week. However, fixed costs may have steps that have a width of thousands or tens of thousands of hours of activity. Helpful Hint: Discuss with students that over a given level of production, certain costs, such as custodial salaries, would remain fixed. However, if activity increases to the point where a second shift is needed, custodial salaries would need to increase since activity is outside the relevant range.  Quick Check cost behavior patterns Mixed costs (also called semivariable costs) A mixed cost contains both variable and fixed cost elements. For example, utility bills often contain fixed and variable cost components. The fixed portion of the utility bill is constant regardless of kilowatt hours consumed. This cost represents the minimum cost that is incurred to have the service ready and available for use. The variable portion of the bill varies in direct proportion to the consumption of kilowatt hours.  An equation can be used to express the relationship between mixed costs and the level of the activity. This equation can be used to calculate what the total mixed cost would be for any level of activity. The equation is Y = a + bX Y = The total mixed cost. a = The total fixed cost (the vertical intercept of the line). b = The variable cost per unit of activity (the slope of the line). X = The level of activity. For example, if your fixed monthly utility charge is $40, your variable cost is .03 per kilowatt hour, and your monthly activity level was 2,000 kilowatt hours, this equation can be used to calculate your total utility cost of $100. The analysis of mixed costs  Account analysis and the engineering approach In account analysis, each account under consideration is classified as variable or fixed based on the analysts prior knowledge about how costs behave. This approach is limited in value in the sense that it glosses over the fact that some accounts may have both fixed and variable components. The engineering approach classifies costs based on an industrial engineers evaluation of production methods, material specifications, labor requirements, equipment usage, power consumption, as so on. This approach is particularly useful when no past experience is available concerning activity and costs. In Business Insights Operations Drive Costs (see page 211) Learning Objective 2: Use a scattergraph plot to diagnose cost behavior.  The scattergraph plot (also called the quick-and-dirty method) The first step when using this method to analyze a mixed cost is to plot the data on a scattergraph. The cost, which is known as the dependent variable, is plotted on the Y axis. The activity, which is known as the independent variable, is plotted on the X axis. The second step is to examine the dots on the scattergraph to see if they are linear, such that a straight line can be drawn that approximates the relation between cost and activity. If the dots are not linear, do not analyze the data any further. Instead, search for another independent variable that bears a stronger linear relationship with the dependent variable. The third step is to draw a straight line where, roughly speaking, an equal number of points reside above and below the line. Make sure that the straight line goes through at least one data point on the scattergraph. The fourth step is to identify the Y intercept. This intercept represents the estimated fixed cost portion of the mixed cost ($10,000 in this example).  The fifth step is to estimate the variable cost per unit of the activity. Select one point on the scattergraph that intersects the straight line. Determine the total cost and the total activity level at the chosen point. Subtract the fixed costs from the total costs to arrive at the total variable costs for the chosen activity level. Divide the total variable costs by the activity level at the chosen point. This is the variable cost per unit of activity. Construct an equation that can be used to estimate total costs at any activity level. Learning Objective 3: Analyze a mixed cost using the high-low method. The high-low method This method can be used to analyze mixed costs if a scattergraph plot reveals a linear relationship between the X and Y variables. For illustrative purposes, assume the following information.  The first step is to choose the data points pertaining to the highest and lowest activity levels (high = 800 units; low = 500 units). Notice, this method relies on two data points to estimate the fixed and variable portions of a mixed cost, as opposed to one data point with the scattergraph method. The second step is to determine the total costs associated with the two chosen points (high = $9,800; low = $7,400). Helpful Hint: Emphasize that the high and low points are identified by the level of activity and not by the level of the cost. The third step is to calculate the change in cost between the two data points ($2,400) and divide it by the change in activity level between the two data points (300 units). The quotient represents an estimate of variable cost per unit of activity ($8.00 per unit). The fourth step is to take the total cost at either activity level (in this case, $9,800) and deduct the variable cost component ($6,400). The residual represents the estimate of total fixed costs ($3,400).  The variable cost component ($6,400) is determined by multiplying the level of activity (800 units) by the estimated variable cost per unit of the activity ($8.00 per unit). The fifth step is to construct an equation that can be used to estimate the total cost at any activity level (Y = $3,400 + $8.00X).  Quick Check the high-low method The least-squares regression method This method can be used to analyze mixed costs if a scattergraph plot reveals an approximately linear relationship between the X and Y variables. This method uses all of the data points to estimate the fixed and variable cost components of a mixed cost. This method is superior to the scattergraph plot method that relies on only one data point and the high-low method that uses only two data points to estimate the fixed and variable cost components of a mixed cost. The basic goal of this method is to fit a straight line to the data that minimizes the sum of the squared errors. The regression errors are the vertical deviations from the data points to the regression line. The formulas that are used for least-squares regression are complex. Fortunately, computers can perform the calculations quickly. The observed values of the X and Y variables are entered into the computer and the software does the rest. The output from the regression analysis can be used to create an equation that enables you to estimate total costs at any activity level.  Comparing results from the three methods The three methods just discussed provide slightly different estimates of the fixed and variable cost components of the mixed cost. This is to be expected because each method uses differing amounts of the data points to provide estimates. Least-squares regression provides the most accurate estimates because it uses all of the data points. The contribution format income statement Learning Objective 4: Prepare an income statement using the contribution format. The contribution approach provides an income statement format geared directly to cost behavior, which has been the focus of discussion in this chapter. This approach separates costs into fixed and variable categories. Sales ( variable costs = contribution margin. The contribution margin ( fixed costs = net operating income. This approach is used as an internal planning and decision making tool. For example, this approach is useful for:  Cost-volume-profit analysis (chapter 6). Budgeting (chapter 7). Special decisions such as pricing and make or buy analysis (chapter 11).  The contribution approach differs from the traditional approach illustrated in chapter 1. The traditional approach organizes costs in a functional format. Costs relating to production, administration, and sales are grouped together without regard to their cost behavior. The traditional approach is used primarily for external reporting purposes. Helpful Hint: The income statement from the annual report of a well-known local manufacturing firm can be used to illustrate the functional income statement. Ask if the various expense categories on the income statement contain both fixed and variable costs. Also ask how to estimate the increase in profit that would result from a 4% increase in sales using the functional statement. There is no way to do this with reasonable accuracy, since there is no way to tell on a functional income statement what costs would increase. Learning Objective 5: Use variable costing to prepare a contribution format income statement and contrast absorption costing and variable costing. Appendix 5A: variable costing (Slide #54 is a title slide) Absorption costing This approach treats all manufacturing costs as product costs, regardless of whether they are variable or fixed. In Business Insights The Perverse Effects of Absorption Costing at Nissan (see page 226)  The cost of a unit of product consists of direct materials, direct labor, and both variable and fixed overhead. Variable and fixed selling and administrative expenses are treated as period costs and are deducted from revenue as incurred. In Business Insights The House of Cards at Gillette (see page 229) Variable costing This approach treats only those costs of production that vary with output as product costs.  The cost of a unit of product consists of direct materials, direct labor, and variable overhead. Helpful Hint: For simplicity, nearly all examples, exhibits, problems, and exercises in this chapter treat direct labor as a variable cost. However, students should be reminded that labor is essentially a fixed cost in some companies. Under variable costing, direct labor would not be included in product costs when it is a fixed cost. Fixed manufacturing overhead, and both variable and fixed selling and administrative expenses are treated as period costs and deducted from revenue as incurred. Helpful Hint: Emphasize that the only difference between variable and absorption costing is in how the two methods treat fixed manufacturing overhead costs. Also, emphasize that under both methods, selling and administrative costs are period costs and are not product costs.  Quick Check absorption vs. variable costing Unit cost computations  Assume Harvey Company produces a single product with available information as shown.  The unit product costs under absorption and variable costing would be $16 and $10, respectively. Under absorption costing, all production costs, variable and fixed, are included when determining unit product cost. Under variable costing, only the variable production costs are included in product costs. Helpful Hint: Before beginning the forthcoming income comparisons, remind students of the relationship between ending inventory and net operating income. Higher ending inventory results in higher net operating income since costs of goods available for sale less ending inventory equals cost of goods sold. Therefore, a higher ending inventory results in a lower expense (cost of goods sold) deducted to arrive at net operating income. Income comparison of absorption and variable costing The Harvey Company example continued (additional assumptions):  20,000 units were sold during the year. The selling price per unit is $30. There is no beginning inventory. Absorption costing The unit product cost is $16. The fixed manufacturing overhead cost deferred in inventory is $30,000 (5,000 units $6 per unit). The net operating income is $120,000. Helpful Hint: Explain that under absorption costing, the recognition of fixed costs as an expense is really a timing issue. When the items are sold, the fixed costs will be reflected on the income statement as part of cost of goods sold. Variable costing. The unit product cost is $10. All $150,000 of fixed manufacturing cost is expensed in the current period. The net operating income is $90,000. Comparing the two methods.  Under absorption costing, $120,000 of fixed manufacturing overhead is included in cost of goods sold and $30,000 is deferred in ending inventory as an asset on the balance sheet. Under variable costing, the entire $150,000 of fixed manufacturing overhead is treated as a period expense. The variable costing ending inventory is $30,000 less than absorption costing, thus explaining the difference in net operating income between the two methods. The difference in net operating income between the two methods ($30,000) can also be reconciled by multiplying the number of units in ending inventory (5,000 units) by the fixed manufacturing overhead per unit ($6) that is deferred in ending inventory under absorption costing. Extended comparisons of income data The Harvey Company example continued (additional assumptions/facts): 30,000 units were sold in year 2. The selling price per unit, variable costs per unit, total fixed costs, and number of units produced remain unchanged. 5,000 units are in beginning inventory. Unit cost computations Since the variable costs per unit, total fixed costs, and the number of units produced remained unchanged, the unit cost computations also remain unchanged. Absorption costing The unit product cost is $16. The fixed manufacturing overhead cost released from inventory is $30,000. The net operating income is $230,000. Variable costing The unit product cost is $10. All $150,000 of fixed manufacturing overhead cost is expensed in the current period. The net operating income is $260,000. Comparing the two methods The difference in net operating income between the two methods ($30,000) can be reconciled by multiplying the number of units in beginning inventory (5,000 units) by the fixed manufacturing overhead per unit ($6) that is released from beginning inventory under absorption costing. Across the two year time frame, both methods reported the same total net operating income ($350,000). This is because over an extended period of time sales cannot exceed production, nor can production much exceed sales. The shorter the time period, the more the net operating income figures will tend to differ.  Summary of key insights  When production is greater than sales, as in year 1 for Harvey, absorption income is greater than variable costing income. When production is less than sales, as in year 2 for Harvey, absorption costing income is less than variable costing income. When production equals sales, the two methods report the same net operating income. AGENDA: COST BEHAVIOR 1. Variable cost behavior. 2. Types of fixed costs: committed and discretionary. 3. Behavior of fixed costs in total and on a unit basis. 4. Mixed costs (combination of fixed and variable). 5. Scattergraph plot of a mixed cost. 6. High-low method of mixed cost analysis. 7. Least-squares regression method of mixed cost analysis. 8. Contribution format income statement. 9. (Appendix 5A) Variable costing and absorption costing VARIABLE COST BEHAVIOR Many costs can be described as variable, fixed, or mixed. A variable cost changes in total in proportion to changes in activity; a variable cost is constant on a per-unit basis. EXAMPLE: Each bicycle requires one bicycle chain costing $8.  EXAMPLES OF COSTS THAT ARE NORMALLY VARIABLE WITH RESPECT TO OUTPUT VOLUME Merchandising company Costs of goods (merchandise) sold Manufacturing company Manufacturing costs: Prime costs: Direct materials Direct labor* Variable portion of manufacturing overhead: Indirect materials Lubricants Supplies Power Both merchandising and manufacturing companies Selling and administrative costs: Commissions Clerical costs, such as invoicing Shipping costs Service organizations Supplies, travel, clerical *Whether direct labor is fixed or variable will depend on the labor laws of the country, custom, and the companys employment contracts and policies. FIXED COST BEHAVIOR A fixed cost remains constant in total amount throughout wide ranges of activity. EXAMPLE: Fashion photographer Lori Yang rents studio spaces in a prestige location for $50,000 a year. She measures her firms activity in terms of the number of photo sessions.  FIXED COST BEHAVIOR (contd) A fixed cost varies inversely with activity if expressed on a per unit basis.  TYPES OF FIXED COSTS Committed fixed costs relate to investment in plant, equipment, and basic administrative structure. It is difficult to reduce these fixed costs in the short-term. Examples include: Depreciation of plant facilities. Taxes on real estate. Salaries of key operating personnel. Discretionary fixed costs arise from annual decisions by management to spend in certain areas. These costs can often be reduced in the short-term. Examples include: Advertising. Research. Public relations. Management development programs. TREND TOWARD FIXED COSTS The trend is toward greater fixed costs relative to variable costs. The reasons for this trend are: Increase in automation of business processes. Shift from laborers paid by the hour to salaried knowledge workers. MIXED COSTS A mixed (or semi-variable) cost contains elements of both variable and fixed costs. Example: Lori Yang leases an automated photo developer for $2,500 per year plus 2 per photo developed.  Equation of a straight line: Y = a + bX Y = $2,500 + $0.02X SCATTERGRAPH METHOD As the first step in the analysis of a mixed cost, the cost and its activity base should be plotted on a scattergraph. This permits the analyst to quickly diagnose the nature of the relation between the cost and the activity base. Example: Piedmont Wholesale Florists has maintained records of the number of orders and billing costs in each quarter over the past several years. QuarterNumber of OrdersBilling CostsYear 11st1,500$42,0002nd1,900$46,0003rd1,000$37,0004th1,300$43,000Year 21st2,800$54,0002nd1,700$47,0003rd2,100$51,0004th1,100$42,000Year 31st2,000$48,0002nd2,400$53,0003rd2,300$49,000 These data are plotted on the next page, with the activity (number of orders) on the horizontal X axis and the cost (billing costs) on the vertical Y axis. A COMPLETED SCATTERGRAPH  The relation between the number of orders and the billing cost is approximately linear. (A straight line was drawn on the scattergraph with a ruler that seems to reflect the basic relation between cost and activity.) Since a straight line seems to be a reasonable fit to the data, we can proceed to estimate the variable and fixed elements of the cost using one of the following three methods. 1) Quick-and-dirty method based on the line in the scattergraph. 2) High-low method. 3) Least-squares regression method. THE QUICK-AND-DIRTY METHOD The straight line drawn on the scattergraph can be used to make a quick-and-dirty estimate of the fixed and variable elements of billing costs. Recall that we are trying to estimate the fixed cost, a, and the variable cost per unit, b, in the linear equation Y= a + bX. The vertical intercept, approximately $30,000 in this case, is a rough estimate of the fixed cost. The slope of the straight line is an estimate of the variable cost per unit. Select a point falling on the line (in this case 2,000 orders): Total billing cost for 2,000 orders $48,000Less fixed cost element (intercept) 30,000Variable cost element for 2,000 orders $18,000 Variable cost per unit = $18,000 2,000 orders = $9 per order. Therefore, the cost formula for billing costs is $30,000 per quarter plus $9 per order or: Y = $30,000 + $9X, where X is the number of orders. Because of the imprecision of this method of estimating the variable and fixed cost components of a mixed cost, it is seldom used in practice. Nevertheless, it is always a good idea to plot the data on a scattergraph before using the more precise high-low or least-squares regression methods. ANALYSIS OF MIXED COSTS: HIGH-LOW METHOD EXAMPLE: Kohlson Company has incurred the following shipping costs over the past eight months: Units SoldShipping CostJanuary 6,000$66,000February 5,000$65,000March 7,000$70,000April 9,000$80,000May 8,000$76,000June 10,000$85,000July 12,000$100,000August 11,000$87,000 With the high-low method, only the periods in which the lowest activity and the highest activity occurred are used to estimate the variable and fixed components of the mixed cost. Units SoldShipping CostHigh activity level, July 12,000$100,000Low activity level, February 5,00065,000Change 7,000$35,000  EMBED Equation.DSMT4   EMBED Equation.DSMT4  The cost formula for shipping cost is: Y = $40,000 + $5X EVALUATION OF THE HIGH-LOW METHOD  The high-low method suffers from two major defects: 1. It throws away all but two data points. 2. The high and low volume periods are often unusual. LEAST-SQUARES REGRESSION METHOD The least-squares regression method for analyzing mixed costs uses mathematical formulas to determine the regression line that minimizes the sum of the squared errors.  The least-squares regression method is more objective and precise than the scattergraph method. TRADITIONAL VERSUS CONTRIBUTION INCOME STATEMENT Traditional Approach (costs organized by function)Contribution Approach (costs organized by behavior)Sales $60,000Sales $60,000Cost of goods sold* 34,000Less variable expenses:Gross margin 26,000Variable production $12,000Selling & admin. expenses:Variable selling 3,000Selling* $15,000Variable administrative 1,00016,000Administrative* 6,00021,000Contribution margin 44,000Net operating income $5,000Less fixed expenses:Fixed production 22,000Fixed selling 12,000Fixed administrative 5,00039,000Net operating income $5,000 * Contains both variable and fixed elements since this is the income statement for a manufacturing company. If this were a merchandising company, then the cost of goods sold would be entirely variable. (APPENDIX 5A) VARIABLE AND ABSORPTION COSTING Variable costing and absorption costing are alternative methods of determining unit product costs. They affect: Inventory valuations. Net operating income. KEY ELEMENTS ABSORPTION COSTING Absorption costing was used in earlier chapters and is generally considered to be required for external financial reports. Under absorption costing, product costs include all manufacturing costs: Direct materials. Direct labor. Variable manufacturing overhead. Fixed manufacturing overhead. Under absorption costing, selling and administrative costs are treated as period expenses and are excluded from product costs: VARIABLE COSTING Variable costing is an alternative for internal management reports. Under variable costing, product costs include only the variable manufacturing costs: Direct materials. Direct labor (unless fixed). Variable manufacturing overhead. Under variable costing, the following costs are treated as period expenses and are excluded from product costs: Fixed manufacturing overhead. Variable selling and administrative costs. Fixed selling and administrative costs. CLASSIFICATION OF COSTS UNDER VARIABLE AND ABSORPTION COSTING  UNIT PRODUCT COST COMPARISON Unit product costs differ between variable and absorption costing. EXAMPLE: Harvey Company produces a single product. Number of units produced annually 25,000Variable costs per unit:Direct materials, direct labor, and variable manufacturing overhead $10Selling and administrative expense $3Fixed costs per year:Fixed manufacturing overhead $150,000Fixed selling & administrative expense $100,000 Unit product costs are computed as follows: Absorption CostingVariable CostingDirect materials, direct labor, and variable manufacturing overhead $10$10Fixed manufacturing overhead ($150,000 25,000 units)  6Total unit product cost $16$10 Selling and administrative expenses are always treated as period costs and are expensed in the current period; they are not treated as product costs under either costing method. INCOME STATEMENT COMPARISON Harvey Company had no beginning inventory, produced 25,000 units, and sold 20,000 units last year. Absorption CostingSales (20,000 units $30 per unit) $600,000Cost of goods sold (20,000 units $16 per unit) 320,000Gross margin 280,000Selling and administrative expense (20,000 units $3 per unit + $100,000) 160,000Net operating income $120,000Variable CostingSales (20,000 units $30 per unit) $600,000Less variable expenses:Variable cost of goods sold (20,000 units $10 per unit) $200,000Variable selling and administrative expense (20,000 units $3 per unit) 60,000260,000Contribution margin 340,000Less fixed expenses:Fixed manufacturing overhead 150,000Fixed selling and administrative expense 100,000250,000Net operating income $90,000 RECONCILIATION OF NET OPERATING INCOMES: Variable costing net operating income $90,000Add: Fixed manufacturing overhead cost deferred in inventory under absorption costing (5,000 units $6 per unit) 30,000Absorption costing net operating income $120,000 COMPARATIVE INCOME EFFECTS VARIABLE AND ABSORPTION COSTING Relation Between Production and SalesRelation Between Variable and Absorption Costing Net Operating IncomesProduction = Sales (No change in inventory)Absorption costing NI = Variable costing NIProduction > SalesAbsorption costing NI >(Inventory increases)Variable costing NI *Production < SalesAbsorption costing NI <(Inventory decreases)Variable costing NI # * Net operating income will be higher under absorption costing since fixed manufacturing overhead cost will be deferred in inventory under absorption costing. # Net operating income will be lower under absorption costing since fixed manufacturing overhead cost will be released from inventory under absorption costing.      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