**Core Concepts of Management Accounting**
Alan J. Richardson, Professor Emeritus,
York University and University of Windsor.
This hyperlinked text provides an overview of the key concepts of management accounting in a very different form than normal management accounting books. On each page, you will find highlighted terms that link to pages discussing the concept. So if you need to review or to build knowledge prior to engaging with a new concept, these links will provide a path. The text can be used in whatever order makes sense for your learning style and your current needs. For help with how to navigate through this text click [[Navigation]].
The text is designed for introductory or advanced students. It can also be used by design consultants to guide the development of a management accounting system based on a set of diagnostic questions. Depending on your level of current knowledge, some sections of the text that are not relevant to you will be hidden. At the bottom of each page, you will have the option of clicking to indicate that you have mastered the material shown. If you master the basic material, you will automatically be promoted to the next level and have access to more advanced material.
To begin please proceed to the [[Levels]] page or proceed to the [[Table of Contents]].
**Technical notes**: this text has been built using Twine 2 and published using Harlowe, see <a href="http://www.twinery.org">Twinery.org</a>, which produces HTML output that should be viewable in any browser.
Please send feedback including suggestions for additional material to Alan J. Richardson (ajr@uwindsor.ca). All material in this text is copyright and may not be used or reproduced without written permission of the author.
This Edition January 16, 2022.
Your management accounting system provides the information you will need to explore strategic options, make informed choices and monitor and motivate performance towards strategic goals.
The management accounting system also interfaces with the financial accounting system to provide cost information for inventory valuation and cost-of-goods-sold.
The management accounting system that best fits your needs will depend on the question you are trying to answer, the context in which you are working (i.e. the type of organization, production technology, etc.) and the degree of accuracy of information you need to make a decision.
Please choose what aspect of the management accounting system you wish to use:
[[product costing]]
[[strategic decision making]]
[[performance evaluation]]
Or visit the [[Table of Contents]]. The approach used to cost products depends on the nature of the product, the way resources are consumed to produce the product and the purpose or intended use of the information.
Products (or services) that are unique in the way that they consume resources and/or are of high individual value are typically costed using [[job order costing]] systems.
Test your intuition: Can you think of three industries that are likely to use job order costing based on the production technology they use? To see if you are right check here: [[Industries using job order costing]]
Products (or services) that are homogeneous and produced in high volumes are typically costed using [[process costing]] methods.
Test your intuition: Can you think of three industries that are likely to use process costing based on the production technology they use? To see if you are right check here: [[industries using process costing]]
Some products consume resources in each of these ways depending on the cost component (for example, materials may be unique to a product but each product uses labour in the same way), these products require [[hybrid costing]] systems. Typically products that allow customer modification or additions to a basic design will need hybrid costing.
Test your intuition: Can you think of three industries that are likely to use hybrid costing based on the production technology they use? To see if you are right check here: [[industries using hybrid costing]]
Prior to exploring these costing systems you should be familiar with the idea of a [[cost object]], [[cost components]], [[cost behaviour]], [[cost function]] and [[cost flows]].
Job order costing is used for a [[cost object]] that has unique resource needs and/or is of high value. In a job order cost system [[direct labour]] and [[direct materials]] are tracked directly to the cost object while [[overhead]] is allocated to the cost object.Some industries that typically use job order costing are:
1) automotive repair shops,
2) custom home builders,
3) professional service firms (e.g. law, accounting, medicine),
4) entertainment industries (e.g. concert promotion, film studios).A costing method used in situations where essentially homogeneous products are produced on a continuous basis.Some industries that typically use process costing are:
1) chemical production (e.g. oil and gas, plastics),
2) food production (e.g. bakeries, dairies),
3) mass production manufacturing (e.g. pens, chairs, clothing).A costing system in which both process costing and job order costing are used.
Mass customization requires a hybrid costing system. Process costing would be used for mass produced components and job order costing would be used for specialized components. Some industries that use hybrid costing include:
1) automobile manufacturing,
2) computer manufacturing,
3) (some) jewelry manufacturing.Very simply, a cost object is anything that we wish to cost (or understand the resources it consumes). We discuss [[product costing]] systems but these systems can be used to cost services, departments, activities, etc.In order to simplify our [[product costing]] we often group costs in conventional ways. The most common approach is to create three cost categories or cost components:
[[direct labour]]
[[direct materials]]
[[overhead]]
A key idea in these cost components is the distinction between [[direct and indirect costs]].
In some cases organizations will also use knowledge of [[cost behaviour]] to identify cost components. This results in a four-component model of costs:
[[direct labour]]
[[direct materials]]
[[variable overhead]]
[[fixed overhead]]We use the term cost behaviour to refer to how a cost changes as some other variable changes. Usually the variable that changes is the number of units produced or sold but, depending on the intended purpose of the analysis, we may be interested in changes related to activities or time.
Costs that change proportionately with some other variable are referred to as [[variable costs]].
Cost that do not change within a [[relevant range]] are referred to as [[fixed costs]].
A [[mixed cost]] has both fixed and variable components.
An understanding of cost behaviour can be used to create a contribution margin or [[CM format income statement]]. This format helps to see the effect of short term decisions.A variable cost changes proportionately with the level of activity that consumes the cost. For example, direct materials would be a variable cost of production since each new unit requires the same materials. Similarly, cleaning supplies might be a variable cost of the janitorial service used to keep an office clean.We recognize that our description of [[cost behaviour]] will not be accurate in all circumstances so we specify the range of the variable over which a cost behaves in the way described. The relevant range is a delimit of the model of cost behaviour we are using.A cost that remains constant, in total, regardless of changes in the level of activity within the relevant range. If a fixed cost is expressed on a per unit basis, it varies inversely with the level of activity.The contribution margin format (or CM) income statement is based on differences in cost behaviour.
revenue - [[variable costs]] = [[contribution margin]]
[[contribution margin]] - [[fixed costs]] = net income.In order for an organization to focus its resources and achieve intended outcomes it must have a [[strategy]] and the management accounting system is a key tool for implementing that strategy. Strategic decision-making can be divided into short-run decisions where [[relevant costing]] provides the appropriate information for decision-making and long-run decision-making where [[full costing]] provides appropriate information.
By using [[c-v-p relationships]], managers are able to better understand the profitability of products at different sales volumes, which will enable them to make more informed strategic decisions.In order to ensure strategy implementation, employees must be clear on what is expected and their performance must be monitored and feedback provided.
Historically, management accounting systems have played a key role in performance evaluation through [[budget]] systems and calculating [[variances]]. More recently, a broader range of financial and non-financial performance measures have been used, often incorporated into a [[balanced scorecard]].A budget is a plan for an organization or a sub-unit of that organization. A key method of [[performance evaluation]] is to compare actual performance against budget and to calculate [[variances]] to help identify possible reasons for varying from that budget.
There are variations in how budgets are created including:
[[activity based budgeting]]
[[zero based budgeting]]
[[incremental budgeting]]
[[Kaizen budgeting]].
Some have argued that budgets are too static to motivate high performance. This is reflected in the [[beyond budgeting]] approach.
When actual performance is compared to a budget the difference (positive or negative) is regarded as a variance that must be explained. The entire [[CM format income statement]] can be decomposed to trace overall deviations between expected profit and actual profit to individual items. The variance decomposition approach includes revenue variance, direct cost variances and overhead variances.The balanced scorecard is an approach to strategy development and performance evaluation that uses four categories of operational measures or [[key performance indicators]]:
[[financial]]
[[customer]]
[[internal processes]]
[[learning and growth]]
These categories are regarded as a linked set of activities informed by the organization's mission and strategy that will lead to the achievement of strategic goals. The process of [[strategy mapping]] is used to identify the crucial metrics in each perspective.
See: http://www.valuebasedmanagement.net/methods_balancedscorecard.html
<img src="data:image/png;base64,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"/>The balanced scorecard is an approach to strategy development and performance evaluation that uses four categories of operational measures or [[key performance indicators]]:
[[financial]]
[[customer]]
[[internal processes]]
[[learning and growth]]
These categories are regarded as a linked set of activities informed by the organization's mission and strategy that will lead to the achievement of strategic goals. The process of [[strategy mapping]] is used to identify the crucial metrics in each perspective.
See: http://www.valuebasedmanagement.net/methods_balancedscorecard.html
<img src="data:image/png;base64,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 key performanc indicator or KPI is a measure used to operationally define, monitor, motivate and reward progress towards some strategic objective.The financial perspective in the balanced scorecard provides key metrics for gauging the monetary effects of strategy implementation. Traditional metrics such as [[return on investment]], [[residual income]], economic value added etc. would be part of this perspective.
The customer perspective draws attention to the way in which customers perceive the value of the product and services provided. It reflects the idea that customers are constantly scanning the environment for new products and more effective ways of meeting their needs. Customer loyalty and profitability must be actively managed.The internal process perspective reflects the need to continually improve the efficiency of operations and the quality of the product or service offered to customers.The learning and growth perspective draws attention to the activities that an organization must undertake to prepare itself to implement its strategy. This may include developing new knowledge, identifying new partners and/or creating new products and markets.Strategy mapping assumes that there is a causal relationship between the various categories of the balanced scorecard and that a strategy must identify the particular pathway among categories that lead to achieving the organization's mission. In many cases an organization will identify multiple strategies each with a unique pathway resulting in complex balanced scorecards.
Strategy maps usually follow a common pattern that differs depending on whether the company is a for-profit or not-for-profit:
[[Common For-profit Strategy Map]]
[[Common Not-for-profit Strategy Map]]A for-profit strategy map is usually organized as a hierarchy with, from bottom to top:
(1) Learning and Growth,
(2) Internal Business Processes,
(3) Customer Perspective,
(4) Financial Perspective.A not-for-profit strategy map is usually organized as a hierarchy with, from bottom to top:
(1) Learning and Growth,
(2) Internal Business Processes,
(3a) Customer Perspective and (3b) Financial Perspective,
(4) Mission.
This structure reflects two unique aspects of not-for-profits. First, typically the customer/client of the not-for profit is not the same group that provides financial support. Second, the overall goal of a NFP is to achieve a social mission not to make a profit.In its simplest sense a strategy is a [[plan]] for how one gets from where one is to where one wants to be. In some cases, however, the world is uncertain, or the world changes as companies implement their plans, so a strategy is also how companies [[position]] themselves with respect to their competitors and/or a [[perspective]] or vision for what they want to be. In an extreme case, a strategy can only be identified through [[practice]] or daily behaviours as they deal with events as they occur.
At the most basic level, strategy defines what is important for companies to monitor, reward and control. This means that the [[cost object]] and the [[key performance indicators]] that they care about should reflect their strategic priorities. Strategies are implemented through [[planning]] and [[performance evaluation]] systems.
A common model of strategy that is useful for accountants is Porter's Generic Strategy Model. This model focuses on whether companies compete on price versus features, and whether they seek out mass markets versus niche markets.
<img src="data:image/png;base64,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">Relevant costing is used when we face short-run choices between alternative courses of action. In this setting our decision should be based only on those costs and revenues that differ between alternatives.
Relevant costing is related to the concept of [[opportunity costs]] and attempts to overcome concern with [[sunk costs]].
Typical relevant cost decision-making situations include:
* the decision to [[make or buy]] a product component
* the decision to [[add or drop]] a product
* the decision to accept or reject a [[special order]].A costing method that includes all manufacturing costs - direct materials, direct labour and both variable and fixed manufacturing overhead - in the cost of a unit of product. Also called absorption costing.If the environment in which a company operates is predictable or has a limited number of possible futures, then a strategy can be a plan of what actions to take under each set of circumstances.A common way of thinking about strategy is in terms of how companies position themselves to compete with other companies in the marketplace. A strategy in this sense specifies which markets they will serve and which products they will provide. Michael Porter created a model suggesting that there are three basic approaches a company can take to position itself in the marketplace:
1) Cost leadership: provide a product at lowest possible cost
2) Differentiation: provide a unique product or service at a premium price
3) Customer focus: tailor products and services to specific customersHow members of an organization view the world in which they operate, leading to a shared vision.Strategy as practice reflects the idea that in some cases the environment of a company changes so rapidly that it is difficult to plan ahead. Instead, managers have a vision of where they would like to be and principles/values that guide how they will try to get there but strategy emerges as they put these ideas into practice given the contingencies they face.Organizations use a variety of information systems to plan their activities, including systems for environmental scanning and knowledge management systems to ensure the exploitation of organizational capabilities.
An organization's plan is embedded in its [[budget]] which is then used for [[performance evaluation]], ensuring managers know what is expected of them and providing feedback on strategy implementation.The potential benefit that is given up when one alternative is selected over another. A cost that has already been incurred and cannot be changed by any decision made now or in the future. A decision about whether to produce a part internally or buy the part externally from a supplier. A decision about whether to drop old product lines or add new ones.A one-time order that is not considered part of the company's normal ongoing business.The difference between sales revenues and all variable costs based on an output measure of activity.
It measures the ability of revenues to cover variable costs, with the remainder covering fixed costs and net income.
Labour costs that can be traced easily to individual units of product. For example, the cost of an assembly line worker to produce a unit of product is direct labour.Direct materials are physical inputs that can easily be traced to a specific unit of finished product.
Direct materials may be purchased subcomponents (e.g. parts used to assemble a car) or raw materials that are transformed during the production process (e.g. lumber is used to create furniture).Overhead, or often called [[capacity costs]], refers to the costs associated with manufacturing except direct materials and direct labour. A direct cost is one that can be traced to a [[cost object]] at reasonable cost. For example, [[direct labour]] would be the time that an employee spends working on a specific product or batch of products; [[direct materials]] would be the materials traceable to a specific product or batch of products.
An indirect cost is one that cannot be traced to a [[cost object]] at reasonable cost. This may be because the cost is of little value, or it is not technologically feasible to trace the cost, or the cost is used jointly by many cost objects. These costs are allocated to products. For more details see [[allocation]].Variable overhead includes [[indirect costs]] that vary with some measure of activity in a production environment. This woulod include [[indirect materials]] and [[indirect labour]].Costs that do not change as a result of a change in activity.For costs that cannot be easily traced to a [[cost object]] or which are consumed jointly by multiple cost objects, we use allocation processes to proportionately distribute costs.
There are two main approaches to cost allocation:
[[responsibility-based allocation]]
[[activity-based allocation]]
Sometimes, a scenario will arise where there is [[overapplied or underapplied overhead]].The allocation of [[indirect costs]] by using responsibility based alocation is a natural extension of the use of [[responsibility centers]] for decentralized operation of an organization and the use of a departmental [[budget]] to plan and control costs.
This approach pools costs within support departments and allocated these costs to producing departments with some measure of use of each support departments' resources.
Variations on this theme include:
* [[plant-wide allocation]]
* [[direct allocations]]
* [[step down allocations]]
* [[reciprocal allocations]]
* [[dual rate allocations]]
In general, if we need a more accurate allocation of costs we:
* use more cost pools, each with their own cost allocation base
* we identify [[cost allocation bases]] that capture cause-and-effect relationshipsActivity based indirect cost allocations (ABC) view the organization as a set of activities rather than as a set of departments as in [[responsibility-based allocation]].
Current versions of ABC are related to models of [[capacity management]] and are sometimes referred to as time-based ABC.Capacity management is a process of attributing a dollar value to the productive capacity inherent in any [[fixed overhead]]. For example, when we purchase a machine, the machine is capable of producing some number of units of a product. The fixed cost of that machine can be divided by the theoretical capacity of that machine to produce these units to yield a cost. The major model in this field divides capacity into [[idle capacity]], [[productive capacity]] and [[unproductive capacity]]. A cost that cannot easily be traced to the particular cost object under consideration (e.g. indirect materials and indirect labour).A responsibilty center in an organization is a sub-unit under the control of a specific manager. Responsibility centers differ in what aspects of the unit the manager can control and is held responsible for. Typical responsibility centers include:
* [[investment centers]]
* [[profit centers]]
* [[revenue centers]]
* [[engineered cost centers]] (sometimes just called cost centers)
A single predetermined overhead rate that is used throughout a plant.A cost allocation method in which any of the allocation base attributable to service departments is ignored. Only the amount of the allocation base attributable to operating departments is allocated.Allocation of a service department's costs to other service departments, as well as to operating departments.
The step-down method is sequential. The sequence typically begins with the department that provides the greatest amount of service to other service departments, and ends with the department that provides the least amount of services to other service departments.A method of allocating service department costs that gives full recognition to interdepartmental services.After separating costs into variable and fixed cost pools, allocate fixed costs as lump sums based on long-term usage and
allocate variable costs based on a single variable cost rate.A measure of activity such as direct labour hours or machine hours that is used to assign costs to cost objects.Capacity costs are the annualized costs of creating the ability to produce goods or services. Capacity costs would include the cost of buildings and machinery. Capacity costs become part of [[fixed overhead]] for [[product costing]] purposes.Idle capacity is the unused potential to produce saleable products (or services). This is most likely due to the lack of a market for those units but may also be due to contractual constraints (e.g. holiday down time). The use of available capacity for positive returns.Capacity that does not yield positive returns from manufacturing products so it is not productive, but at the same time is not idle (e.g. maintenance, clean up, etc.)A business segment where the manager has control over cost and revenue and also has control over the use of investment funds.A business segment where the manager has control over cost and revenue but has no control over the use of investment funds.A business segment where the manager has control over revenue but has no control over cost or the use of investment funds.A business segment where the manager is responsible only for the cost of activities. Small items of material that are not traceable to, or are not worth tracing to, the finished product.Labour costs that cannot be traced to the creation of products, or that can be traced only at great cost and inconvenience.(set: $level=0)
(set: $pages=0)
<hr>(if:$level is 1)[You are signed in as an introductory student.](else-if: $level is 2)[You are signed in as an advanced student.](else-if: $level is 3)[You are signed in as a design consultant.](else:)[] Click here if you have mastered the material on this page. (click: "Click")[You have mastered (set: $pages=$pages+1)(print: $pages) pages.]
To save your progress click: {(link:"Save Progress")[
(if:(save-game:"Slot A"))[
Progress Saved!
](else: )[
Couldn't save your progress.
]
]}
If you are continuing your exploration please click: {(if: (saved-games:) contains "Slot A")[
(link: "Load Progress")[(load-game:"Slot A")]
]}
Pages Mastered: (Print: $pages) Current Level: (Print: $level) Please select your level of expertise:
[Beginner]<Beginner|
(click: ?Beginner)[(set: $level to 1)
You have indicated that you are a beginner. You may now proceed to the [[Welcome]] page. Some pages will not be available to you.
]
[Advanced]<Advanced|
(click: ?Advanced)[(set: $level to 2)
You have indicated that you are an advanced student. You may now proceed to the [[Welcome]] page. Some pages will not be available to you.
]
[Design Consultant]<DesignConsultant|
(click: ?DesignConsultant)[(set: $level to 3)
You have indicated that you are a Design Consultant. You may now proceed to the [[Design]] page. You will have access to all material.
]
<h6>Richardson: Core Concepts in Management Accounting<div align=right>[[Welcome]]... [[Levels]]... [[Table of Contents]]</div></h6><hr>
Do you wish to use the [[diagnostic tool]] or proceed to the [[Welcome]] page?Management accounting systems are designed to handle specific contingencies in the organizations production process, business model and operating environment. Some simple questions can guide you towards recommended attributes of a management accounting system to handle these contingencies.
It is recommended that you begin with the technology of production question but, to provide a preview, the contingencies considered in this diagnostic tool are:
[[technology]]
[[decison timeframe]]
[[organizational structure]]
[[product diversity]]
<strong>Table of Contents<strong>
* [[Cost Behaviour Threshold Concept Quiz]]
* [[Performance Evaluation Summary Quiz]]
* [[Product Costing Summary Quiz]]
* [[Sunk Cost Threshold Concept Quiz]]
[[Welcome]]
Choose the aspect of your management accounting system on which you will focus.
[[Levels]]
Choose your skill/knowledge level.
<strong>Specific topics:<strong>
* [[allocation]]
** [[activity-based allocation]]
** [[responsibility-based allocation]]
*** [[reciprocal allocations]]
*** [[direct allocations]]
*** [[step down allocations]]
* [[balanced scorecard]]
** [[financial]]
** [[internal processes]]
** [[customer]]
** [[learning and growth]]
* [[beyond budgeting]]
* [[budget]]
** [[activity based budgeting]]
** [[incremental budgeting]]
** [[Kaizen budgeting]]
*** [[learning curve]]
** [[zero based budgeting]]
* [[capacity management]]
** [[unproductive capacity]]
** [[productive capacity]]
** [[idle capacity]]
* [[contribution margin]]
* [[CM format income statement]]
* [[contribution margin]]
* [[cost behaviour]]
** [[variable costs]]
** [[fixed costs]]
** [[mixed cost]]
* [[cost components]]
** [[direct labour]]
** [[direct materials]]
** [[overhead]]
*** [[indirect costs]]
**** [[indirect materials]]
**** [[indirect labour]]
*** [[fixed overhead]]
*** [[variable overhead]]
* [[cost flows]]
* [[cost function]]
* [[cost object]]
* [[cost estimation]]
** [[account analysis]]
** [[high-low method]]
** [[least-square regression method]]
** [[scattergraph method]]
* [[c-v-p relationships]]
* [[diagnostic tool]]
** [[technology]]
** [[product diversity]]
** [[decison timeframe]]
* [[direct and indirect costs]]
* [[fixed overhead]]
* [[flex budgets]]
* [[full costing]]
* [[indirect costs]]
** [[indirect materials]]
** [[indirect labour]]
* [[job order costing]]
** [[overapplied or underapplied overhead]]
* [[hybrid costing]]
* [[key performance indicators]]
* [[make or buy]]
* [[opportunity costs]]
* [[organizational structure]]
* [[process costing]]
* [[product costing]]
* [[product diversity]]
* [[productive capacity]]
* [[relevant costing]]
** [[make or buy]]
** [[special order]]
* [[relevant range]]
* [[responsibility centers]]
** [[engineered cost centers]]
** [[revenue centers]]
** [[profit centers]]
** [[investment centers]]
* [[responsibility-based allocation]]
* [[reciprocal allocations]]
* [[residual income]]
* [[return on investment]]
* [[static budgets]]
* [[strategic decision making]]
* [[strategy]]
** [[plan]]
** [[position]]
** [[perspective]]
** [[practice]]
* [[strategy mapping]]
** [[Common For-profit Strategy Map]]
** [[Common Not-for-profit Strategy Map]]
* [[sunk costs]]
* [[technology]]
* [[variances]]
Diagnostic questions:
1) Are your products/services tailored to individual customer needs or standardized?
2) Do you produce large volumes of each product?
3) Is your production technology the same for all products?
Management accounting systems provide a means of tracking resource consumption. The design of management accounting systems, therefore, varies with the way that production processes are organized.
Hayes and Wheelwright (1979) suggested that technologies can be categorized according to the volume of a product produced and the degree of connection between stages of production. At the extreme these production technologies coincide with [[job order costing]] (low volume, jumbled flow) and [[process costing]] (high volume, continuous flow). In some cases production is organized in one way for some cost components and in other ways for other cost components (e.g. mass customization). These technologies use [[hybrid costing]].
<img src="data:image/gif;base64,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">
Hayes, R. H. and S. C. Wheelwright. 1979. The dynamics of process-product life cycles. Harvard Business Review (March-April): 127-136. Diagnostic questions:
1) Do you need information to support short run decision making?
2) Do you need information to support long run decision making?
Managerial decision-making is driven by concerns about implementing strategy and generating returns for stakeholders. In the short-run, decisions must carefully identify what things can be changed and what things are constraints. For example, in the short run, past decisions about which technology of production to use, or commitments to the level of physical and production capacity cannot be changed and will not affect decisions. In the long run, the size of the organization and the prodcution technology can be changed. See the section on [[strategic decision making]].Diagnostic questions:
1) Is the organization divided into responsibility centers?
2) Are services provided through distinct departments?
The design of a management accounting system will follow the design of the organization. If there are distinct [[responsibility centers]], information will be needed to evaluate the performance of those business units and to support managers within those units to make decentalized decisions. If there are shared services within the organization, the costs of these services will have to be allocated to other units through a system of [[responsibility-based allocation]]. Diagnostic questions:
a) Do you have multiple product lines produced from the same facility?
b) Do these products consume resources in the same way?
When an organization has more than one product and those products share some production facilities, then some form of cost allocation is needed. The more diverse the products (in terms of the way that they consume resources), the more useful it will be to use [[activity-based allocation]] systems. If their resource consumption is consistent across products then a more traditional [[responsibility-based allocation]] system will provide reasonable cost estimates.
Further Reading: Cooper, R. (1989). You need a new cost system when. Harvard Business Review, 67(1), 77-82.Zero based budgeting, in principle, starts from zero every budget cycle: i.e. everything must be justified every year. In practice, companies typically prepare "decision packages" that can be accepted or rejected as a whole. This allows core budget items to be included in one decision package while items that are more discretionary can be included in other packages.Traditional budgeting procedure assumes the continuation of current activities and adjusts the budget to take account of changes in productivity and prices. Kaizen, or continuous improvement budgeting, builds in expected productivity improvements over time so that the budget shows constant cost reductions over time. This is based on the [[learning curve]]. The beyond budgeting approach rejects [[static budgets]] in favour of relative performance measures based on industry/competitor performance.
<img src="data:image/jpeg;base64,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">This type of budgeting is based on the company's activities. Costs are budgeted for all the activities required to produce the products the company sells.The learning curve in Kaizen budgeting graphs the amount of time it takes to produce one unit of product as time goes on. At first, there is a steep downward slope as the employee learns how to produce more efficiently, but as time goes on, the curve flattens out.Flex budgets fix the problem [[static budgets]] have, because they can be "flexed" in order to show what revenues and variable costs should be when the activity level is changed.
Static budgets are only to be used for the predetermined amount of activity. They lead to instances where both actual revenues and variable costs are higher or lower than budgeted amounts, which doesn't provide the proper benchmark needed to evaluate performance.A mixed cost is composed of both fixed and variable costs.It is important to estimate costs to make more informed decisions about managing costs and planning.Accounts are classified as either variable or fixed.Cost estimates are based on an evaluation of production methods, material, labour and overhead requirements.Use 2 points in the analysis:
Costs for highest activity level and costs for the lowest activity level.
Using these two levels of activity, compute:
1. The variable cost per unit
2. The fixed cost, and then
3. Express the costs in equation form Y = a + bXThe scattergraph method involves plotting a line of best fit through cost data points on a graph by visual inspection. The slope is the change in total cost for a one unit change in activity.Regression analysis is a statistical method for obtaining the unique cost estimating equation that best fits a set of data points (software can be used).
TC = F + VXDue to differences between estimated overhead and actual overhead, applied overhead could be greater than or less than actual overhead.
If overhead is overapplied, Cost of Goods Sold will decrease and Net Income will increase.
If overhead is underapplied, Cost of Goods Sold will increase and Net Income will decrease.
Cost-Volume-Profit Analysis allows managers to better understand the profitability of products at different sales volumes, which will enable them to make more informed strategic decisions.
1. Break-even point
Break-even point in units
= Fixed Costs/Unit Contribution Margin
The break-even point is the point where the [[contribution margin]] will cover fixed costs exactly.
Break-even point in $
= (Fixed Costs/Unit Contribution Margin) x Selling Price
2. Target volume
Target volume in units
=(Fixed Costs + Pre-tax Target Profit)/Unit Contribution Margin
Target volume in $
=(Fixed Costs + Pre-Tax Target Profit)/Contribution Margin Ratio
where Contribution Margin Ratio = Contribution Margin/Sales
3. Margin of Safety
Margin of safety in units
=Expected Sales Volume - Breakeven Sales Volume
Margin of safety in %
=(Expected Sales - Break-even Sales)/Expected Sales x 100%
The margin of safety measures how much sales may decrease before posting a loss.
4. Degree of Operating Leverage
= Contribution Margin/Pre-tax Profit
DOL is a multiplier. If DOL is 2 and sales increase by 10%, then profit increases by 20%.Return on Investment, or ROI, can be calculated with the following formula:
ROI = Net Operating Income/Average Operating Assets
Average operating assets includes cash, accounts receivable, inventory, plant and equipment, etc. Think productive assets.
Another way to calculate ROI:
ROI = Profit Margin x Asset Turnover
The three ways to improve ROI are to increase sales, reduce expenses or reduce assets.
Although it is easy to calculate and understand, there are a number of drawbacks to ROI, including (but not limited to):
1. Increases in ROI may not conform to the company's [[strategy]],
2. Managers inherit costs they have no control over,
3. Managers may reject profitable investment opportunities if evaluated solely on this basisResidual Income, or RI, is the income that an investment centre earns minus the required return on its operating assets.
RI = Net Operating Income - (Required Rate of Return x
Average Operating Assets)
While RI causes managers to accept projects that would be rejected using ROI and allows for different required rates of return, it is difficult to compare across different investment centres since they will have different circumstances.Costs can be classified by function.
Product costs are involved in the production process and are identified with the [[cost object]] while period costs are expensed in the period in which they occured on the income statement (e.g. marketing and administrative expenses).Raw materials are purchased and enter the Raw Materials inventory account. From there, direct material, direct labour and applied overhead costs go into the Work-in-Process inventory account. What goes into the Finished Goods inventory account is considered cost of goods manufactured. These are all balance sheet accounts.
From there, the cost of producing whatever the company sells goes into the Cost of Goods Sold account, which is an income statement account.Complete this threshold concepts quiz by choosing the most correct answer.
<html><head><title></title>
<script language="JavaScript">
<!--
var numQues = 5;
var numChoi = 4;
var answers = new Array(5);
answers[0] = "Variable";
answers[1] = "The higher the activity level, the lower the fixed cost per unit.";
answers[2] = "Variable cost per unit will remain the same.";
answers[3] = "Both A and B are true.";
answers[4] = "$10,000";
function getScore(form) {
var score = 0;
var currElt;
var currSelection;
for (i=0; i<numQues; i++) {
currElt = i*numChoi;
for (j=0; j<numChoi; j++) {
currSelection = form.elements[currElt + j];
if (currSelection.checked) {
if (currSelection.value == answers[i]) {
score++;
break;
}
}
}
}
score = Math.round(score/numQues*100);
form.percentage.value = score + "%";
var correctAnswers = "";
for (i=1; i<=numQues; i++) {
correctAnswers += i + ". " + answers[i-1] + "\r\n";
}
form.solutions.value = correctAnswers;
}
// -->
</script>
</head>
<body>
<form name="quiz">
1. We can project, based on the volume of production, that a cost will be $100 in January, $200 in February and $400 in March. What is this cost’s behaviour?<br>
<input type="radio" name="q1" value="Fixed">Fixed<br>
<input type="radio" name="q1" value="Variable">Variable<br>
<input type="radio" name="q1" value="Increasing">Increasing<br>
<input type="radio" name="q1" value="Doubling">Doubling<br>
<p>
2. Assuming total fixed costs do not change, which of the following statements is true about the relevant range?<br>
<input type="radio" name="q2" value="The higher the activity level, the lower the fixed cost per unit.">The higher the activity level, the lower the fixed cost per unit.<br>
<input type="radio" name="q2" value="The higher the activity level, the higher the fixed cost per unit.">The higher the activity level, the higher the fixed cost per unit.<br>
<input type="radio" name="q2" value="Even if the activity level stays constant, the fixed cost per unit goes up over the long run.">Even if the activity level stays constant, the fixed cost per unit goes up over the long run.<br>
<input type="radio" name="q2" value="You cannot determine what will happen to the fixed cost per unit when the activity level changes.">You cannot determine what will happen to the fixed cost per unit when the activity level changes.<br>
<p>
3. If you decrease the amount of production, what will happen to variable cost per unit?<br>
<input type="radio" name="q3" value="Variable cost per unit will increase.">Variable cost per unit will increase.<br>
<input type="radio" name="q3" value="Variable cost per unit will decrease.">Variable cost per unit will decrease.<br>
<input type="radio" name="q3" value="Variable cost per unit will remain the same.">Variable cost per unit will remain the same.<br>
<input type="radio" name="q3" value="It is impossible to tell whether variable cost per unit will increase, decrease or remain the same if you decrease the amount of production.">It is impossible to tell whether variable cost per unit will increase, decrease or remain the same if you decrease the amount of production.<br>
<p>
4. Why is the contribution margin approach to the income statement useful? <br>
<input type="radio" name="q4" value="It organizes costs according to their behaviour.">It organizes costs according to their behaviour.<br>
<input type="radio" name="q4" value="It calculates the contribution margin so you can see how much you have to cover fixed costs and generate profit.">It calculates the contribution margin so you can see how much you have to cover fixed costs and generate profit.<br>
<input type="radio" name="q4" value="It breaks down the income statement into product and period costs so you can see the contribution margin of products sold.">It breaks down the income statement into product and period costs so you can see the contribution margin of products sold.<br>
<input type="radio" name="q4" value="Both A and B are true.">Both A and B are true.<br>
<p>
5. If sales commissions are $20,000 when 100,000 units are sold and $25,000 when 150,000 units are sold, what is the fixed portion of the sales commission? Use the high-low method to solve.<br>
<input type="radio" name="q5" value="$5,000">$5,000<br>
<input type="radio" name="q5" value="$10,000">$10,000<br>
<input type="radio" name="q5" value="$15,000">$15,000<br>
<input type="radio" name="q5" value="$0">$0<br>
<p>
<input type="button" value="Get score" onClick="getScore(this.form)">
<input type="reset" value="Clear"><p>
Score = <input type=text size=15 name="percentage"><br>
Correct answers:<br>
<textarea name="solutions" wrap="virtual" rows="4" cols="40"></textarea>
</form>
</body></html>
-------------------------------------------------------------------------------------------------------------------------------
We can project, based on the volume of production, that a cost will be $100 in January, $200 in February and $400 in March. What is this cost’s behaviour?
Fixed
Variable
Increasing
Doubling
Assuming total fixed costs do not change, which of the following statements is true about the relevant range?
The higher the activity level, the lower the fixed cost per unit.
The higher the activity level, the higher the fixed cost per unit.
Even if the activity level stays constant, the fixed cost per unit goes up over the long run.
You cannot determine what will happen to the fixed cost per unit when the activity level changes.
If you decrease the amount of production, what will happen to variable cost per unit?
Variable cost per unit will increase.
Variable cost per unit will decrease.
Variable cost per unit will remain the same.
It is impossible to tell whether variable cost per unit will increase, decrease or remain the same if you decrease the amount of production.
Why is the contribution margin approach to the income statement useful?
It organizes costs according to their behaviour.
It calculates the contribution margin so you can see how much you have to cover fixed costs and generate profit.
It breaks down the income statement into product and period costs so you can see the contribution margin of products sold.
Both A and B are true.
If sales commissions are $20,000 when 100,000 units are sold and $25,000 when 150,000 units are sold, what is the fixed portion of the sales commission? Use the high-low method to solve.
$5,000
$10,000
$15,000
$0
Complete this summary quiz by choosing the most correct answer.
<html><head><title></title>
<script language="JavaScript">
<!--
var numQues = 6;
var numChoi = 4;
var answers = new Array(6);
answers[0] = "Learning and Growth";
answers[1] = "15%";
answers[2] = "ROI will increase";
answers[3] = "It might cause a manager to reject a project that lowers his or her division’s ROI even if the project is a good investment";
answers[4] = "$5,000";
answers[5] = "Kaizen budgeting";
function getScore(form) {
var score = 0;
var currElt;
var currSelection;
for (i=0; i<numQues; i++) {
currElt = i*numChoi;
for (j=0; j<numChoi; j++) {
currSelection = form.elements[currElt + j];
if (currSelection.checked) {
if (currSelection.value == answers[i]) {
score++;
break;
}
}
}
}
score = Math.round(score/numQues*100);
form.percentage.value = score + "%";
}
// -->
</script>
</head>
<body>
<form name="quiz">
1. Which section of the balanced scorecard would apply to investing in organizational infrastructure and developing new knowledge?<br>
<input type="radio" name="q1" value="Financial">Financial<br>
<input type="radio" name="q1" value="Customer">Customer<br>
<input type="radio" name="q1" value="Internal Processes">Internal Processes<br>
<input type="radio" name="q1" value="Learning and Growth">Learning and Growth<br>
<p>
2. If a company’s profit margin is 6%, their asset turnover is 2.5 times and their sales is $500,000, what is their return on investment?<br>
<input type="radio" name="q2" value="2.4%">2.4%<br>
<input type="radio" name="q2" value="15%">15%<br>
<input type="radio" name="q2" value="$30,000">$30,000<br>
<input type="radio" name="q2" value="$75,000">$75,000<br>
<p>
3. If a company reduces its operating assets, what effect will that have what effect on return on investment?<br>
<input type="radio" name="q3" value="ROI will increase">ROI will increase<br>
<input type="radio" name="q3" value="ROI will decrease">ROI will decrease<br>
<input type="radio" name="q3" value="ROI will decrease in the long run">ROI will decrease in the long run<br>
<input type="radio" name="q3" value="Only changes in profit effect return on investment">Only changes in profit effect return on investment<br>
<p>
4. What is one of the major drawbacks of return on investment as a performance evaluation measure? Choose the most correct answer.<br>
<input type="radio" name="q4" value="It is not easily understood by managers">It is not easily understood by managers<br>
<input type="radio" name="q4" value="It is difficult to calculate">It is difficult to calculate<br>
<input type="radio" name="q4" value="It might cause a manager to reject a project that lowers his or her division’s ROI even if the project is a good investment">It might cause a manager to reject a project that lowers his or her division’s ROI even if the project is a good investment<br>
<input type="radio" name="q4" value="It doesn’t capture the relationship between sales, expenses and assets">It doesn’t capture the relationship between sales, expenses and assets<br>
<p>
5. Profits in a company are $20,000 and total investment in assets is $100,000. If the required rate of return is 15%, what is the residual income of the company?<br>
<input type="radio" name="q5" value="$97,000">$97,000<br>
<input type="radio" name="q5" value="$18,000">$18,000<br>
<input type="radio" name="q5" value="$5,000">$5,000<br>
<input type="radio" name="q5" value="$4,000">$4,000<br>
<p>
6. Which of the following types of budgeting take the learning curve into consideration?<br>
<input type="radio" name="q6" value="Kaizen budgeting">Kaizen budgeting<br>
<input type="radio" name="q6" value="Zero based budgeting">Zero based budgeting<br>
<input type="radio" name="q6" value="Incremental budgeting">Incremental budgeting<br>
<input type="radio" name="q6" value="Beyond budgeting">Beyond budgeting<br>
<p>
<input type="button" value="Get score" onClick="getScore(this.form)">
<input type="reset" value="Clear"><p>
Score = <input type=text size=15 name="percentage"><br>
</form>
</body></html>
------------------------------------------------------------------------------------------------------------------------------------------
Which section of the balanced scorecard would apply to investing in organizational infrastructure and developing new knowledge?
Financial
Customer
Internal Processes
Learning and Growth
If a company’s profit margin is 6%, their asset turnover is 2.5 times and their sales is $500,000, what is their return on investment?
2.4%
15%
$30,000
$75,000
If a company reduces its operating assets, what effect will that have what effect on return on investment?
ROI will increase
ROI will decrease
ROI will decrease in the long run
Only changes in profit effect return on investment
What is one of the major drawbacks of return on investment as a performance evaluation measure? Choose the most correct answer.
It is not easily understood by managers
It is difficult to calculate
It might cause a manager to reject a project that lowers his or her division’s ROI even if the project is a good investment
It doesn’t capture the relationship between sales, expenses and assets
Profits in a company are $20,000 and total investment in assets is $100,000. If the required rate of return is 15%, what is the residual income of the company?
$97,000
$18,000
$5,000
$4,000
Which of the following types of budgeting take the learning curve into consideration?
Kaizen budgeting
Zero based budgeting
Incremental budgeting
Beyond budgeting
Complete this summary quiz by choosing the most correct answer.
<html><head><title></title>
<script language="JavaScript">
<!--
var numQues = 8;
var numChoi = 4;
var answers = new Array(8);
answers[0] = "Period costs";
answers[1] = "Both b and c";
answers[2] = "A bakery";
answers[3] = "Period costs";
answers[4] = "$400,000";
answers[5] = "Both a and b";
answers[6] = "$625,000";
answers[7] = "Decrease Cost of Goods Sold to increase Net Income";
function getScore(form) {
var score = 0;
var currElt;
var currSelection;
for (i=0; i<numQues; i++) {
currElt = i*numChoi;
for (j=0; j<numChoi; j++) {
currSelection = form.elements[currElt + j];
if (currSelection.checked) {
if (currSelection.value == answers[i]) {
score++;
break;
}
}
}
}
score = Math.round(score/numQues*100);
form.percentage.value = score + "%";
}
// -->
</script>
</head>
<body>
<form name="quiz">
1. Costs such as administrative and marketing costs can best be described as which of the following?<br>
<input type="radio" name="q1" value="Product costs">Product costs<br>
<input type="radio" name="q1" value="Period costs">Period costs<br>
<input type="radio" name="q1" value="Fixed costs">Fixed costs<br>
<input type="radio" name="q1" value="Variable costs">Variable costs<br>
<p>
2. Which of the following accounts can be found on the balance sheet?<br>
<input type="radio" name="q2" value="Cost of Goods Sold">Cost of Goods Sold<br>
<input type="radio" name="q2" value="Cost of Goods Manufactured">Cost of Goods Manufactured<br>
<input type="radio" name="q2" value="Work-in-Process Inventory">Work-in-Process Inventory<br>
<input type="radio" name="q2" value="Both b and c">Both b and c<br>
<p>
3. Which one of the following companies would most likely use process costing?<br>
<input type="radio" name="q3" value="A luxury car company">A luxury car company<br>
<input type="radio" name="q3" value="A law firm">A law firm<br>
<input type="radio" name="q3" value="A bakery">A bakery<br>
<input type="radio" name="q3" value="A tailor">A tailor<br>
<p>
4. Which of the following is not a production cost?<br>
<input type="radio" name="q4" value="Direct labour and direct materials">Direct labour and direct materials<br>
<input type="radio" name="q4" value="Indirect labour and indirect materials">Indirect labour and indirect materials<br>
<input type="radio" name="q4" value="Period costs">Period costs<br>
<input type="radio" name="q4" value="Overhead costs">Overhead costs<br>
<p>
5. A company posts a revenue of $600,000. Variable costs were $200,000 while fixed costs were $100,000. Which of the following was the company’s contribution margin?<br>
<input type="radio" name="q5" value="$400,000">$400,000<br>
<input type="radio" name="q5" value="$300,000">$300,000<br>
<input type="radio" name="q5" value="75%">75%<br>
<input type="radio" name="q5" value="50%">50%<br>
<p>
6. Which of these costs remain constant regardless of activity level within the relevant range?<br>
<input type="radio" name="q6" value="Fixed Cost">Fixed Cost<br>
<input type="radio" name="q6" value="Variable Cost per unit">Variable Cost per unit<br>
<input type="radio" name="q6" value="Fixed Cost per unit">Fixed Cost per unit<br>
<input type="radio" name="q6" value="Both a and b">Both a and b<br>
<p>
7. A company has provided the following data from last month:
Raw materials used in production was $300,000
Direct labour was $150,000
Overhead was $200,000
Beginning Work-in-Process Inventory was $50,000
Ending Work-in-Process Inventory was $75,000
What was the Cost of Goods Manufactured for last month?<br>
<input type="radio" name="q7" value="$675,000">$675,000<br>
<input type="radio" name="q7" value="$625,000">$625,000<br>
<input type="radio" name="q7" value="$25,000">$25,000<br>
<input type="radio" name="q7" value="$75,000">$75,000<br>
<p>
8. If overhead is overapplied, which of the following actions needs to be taken?<br>
<input type="radio" name="q8" value="Increase Cost of Goods Sold to decrease Net Income">Increase Cost of Goods Sold to decrease Net Income<br>
<input type="radio" name="q8" value="Increase Cost of Goods Sold to increase Net Income">Increase Cost of Goods Sold to increase Net Income<br>
<input type="radio" name="q8" value="Decrease Cost of Goods Sold to decrease Net Income">Decrease Cost of Goods Sold to decrease Net Income<br>
<input type="radio" name="q8" value="Decrease Cost of Goods Sold to increase Net Income">Decrease Cost of Goods Sold to increase Net Income<br>
<p>
<input type="button" value="Get score" onClick="getScore(this.form)">
<input type="reset" value="Clear"><p>
Score = <input type=text size=15 name="percentage"><br>
</form>
</body></html>
------------------------------------------------------------------------------------------------------------------------------------------
Costs such as administrative and marketing costs can best be described as which of the following?
Product costs
Period costs
Fixed costs
Variable costs
Which of the following accounts can be found on the balance sheet?
Cost of Goods Sold
Cost of Goods Manufactured
Work-in-Process Inventory
Both b and c
Which one of the following companies would most likely use process costing?
A luxury car company
A law firm
A bakery
A tailor
Which of the following is not a production cost?
Direct labour and direct materials
Indirect labour and indirect materials
Period costs
Overhead costs
A company posts a revenue of $600,000. Variable costs were $200,000 while fixed costs were $100,000. Which of the following was the company’s contribution margin?
$400,000
$300,000
75%
50%
Which of these costs remain constant regardless of activity level within the relevant range?
Fixed Cost
Variable Cost per unit
Fixed Cost per unit
Both a and b
A company has provided the following data from last month:
Raw materials used in production was $300,000
Direct labour was $150,000
Overhead was $200,000
Beginning Work-in-Process Inventory was $50,000
Ending Work-in-Process Inventory was $75,000
What was the Cost of Goods Manufactured for last month?
$675,000
$625,000
$25,000
$75,000
If overhead is overapplied, which of the following actions needs to be taken?
Increase Cost of Goods Sold to decrease Net Income
Increase Cost of Goods Sold to increase Net Income
Decrease Cost of Goods Sold to decrease Net Income
Decrease Cost of Goods Sold to increase Net Income
Complete this threshold concepts quiz by choosing the most correct answer.
<html><head><title></title>
<script language="JavaScript">
<!--
var numQues = 5;
var numChoi = 4;
var answers = new Array(5);
answers[0] = "They have occurred in the past.";
answers[1] = "The study is a sunk cost and it is irrelevant to the decision analysis.";
answers[2] = "All of the above.";
answers[3] = "Difference in cash operating costs between keeping and replacing the equipment.";
answers[4] = "cannot be measured without first determining which fixed costs aren’t sunk costs.";
function getScore(form) {
var score = 0;
var currElt;
var currSelection;
for (i=0; i<numQues; i++) {
currElt = i*numChoi;
for (j=0; j<numChoi; j++) {
currSelection = form.elements[currElt + j];
if (currSelection.checked) {
if (currSelection.value == answers[i]) {
score++;
break;
}
}
}
}
score = Math.round(score/numQues*100);
form.percentage.value = score + "%";
var correctAnswers = "";
for (i=1; i<=numQues; i++) {
correctAnswers += i + ". " + answers[i-1] + "\r\n";
}
form.solutions.value = correctAnswers;
}
// -->
</script>
</head>
<body>
<form name="quiz">
1. Which of these statements is true about sunk costs?<br>
<input type="radio" name="q1" value="They differ between alternatives.">They differ between alternatives.<br>
<input type="radio" name="q1" value="They will be incurred in the future.">They will be incurred in the future.<br>
<input type="radio" name="q1" value="They have occurred in the past.">They have occurred in the past.<br>
<input type="radio" name="q1" value="They are avoidable.">They are avoidable.<br>
<p>
2. It’s important to understand what a sunk cost is when deciding whether to make or buy a part. If a company first decided to conduct an engineering study on whether the supplier’s part will work in their production process, the cost of this study is which of the following?<br>
<input type="radio" name="q2" value="The study is a sunk cost but it is still relevant in the decision analysis.">The study is a sunk cost but it is still relevant in the decision analysis.<br>
<input type="radio" name="q2" value="The study is a sunk cost and it is irrelevant to the decision analysis.">The study is a sunk cost and it is irrelevant to the decision analysis.<br>
<input type="radio" name="q2" value="The study is not a sunk costs and is relevant to the decision analysis.">The study is not a sunk costs and is relevant to the decision analysis.<br>
<input type="radio" name="q2" value="The study is not a sunk cost but it is still irrelevant to the decision analysis.">The study is not a sunk cost but it is still irrelevant to the decision analysis.<br>
<p>
3. Complete the following sentence: Opportunity costs differ from sunk costs because<br>
<input type="radio" name="q3" value="they are differential costs.">they are differential costs.<br>
<input type="radio" name="q3" value="they will be incurred in the future.">they will be incurred in the future.<br>
<input type="radio" name="q3" value="they represent the potential benefit that is given up when one alternative is selected over another.">they represent the potential benefit that is given up when one alternative is selected over another.<br>
<input type="radio" name="q3" value="All of the above.">All of the above.<br>
<p>
4. In equipment replacement decisions, which one of the following should be included in the analysis:<br>
<input type="radio" name="q4" value="Difference in cash operating costs between keeping and replacing the equipment.">Difference in cash operating costs between keeping and replacing the equipment.<br>
<input type="radio" name="q4" value="Book value of the old machine.">Book value of the old machine.<br>
<input type="radio" name="q4" value="Accumulated value of depreciation.">Accumulated value of depreciation.<br>
<input type="radio" name="q4" value="Cost of study determining whether the company is in need of equipment upgrades.">Cost of study determining whether the company is in need of equipment upgrades.<br>
<p>
5. Suppose $150,000 of a product is sold every year. Variable costs are $100,000 per year, while fixed costs of production are $50,000 per year. If the product is dropped, the company's net income:<br>
<input type="radio" name="q5" value="cannot be measured without first determining which fixed costs aren’t sunk costs.">cannot be measured without first determining which fixed costs aren’t sunk costs.<br>
<input type="radio" name="q5" value="will decrease by $50,000.">will decrease by $50,000.<br>
<input type="radio" name="q5" value="will increase by $50,000.">will increase by $50,000.<br>
<input type="radio" name="q5" value="will not change.">will not change.<br>
<p>
<input type="button" value="Get score" onClick="getScore(this.form)">
<input type="reset" value="Clear"><p>
Score = <input type=text size=15 name="percentage"><br>
Correct answers:<br>
<textarea name="solutions" wrap="virtual" rows="4" cols="40"></textarea>
</form>
</body></html>
---------------------------------------------------------------------------------------------------------------------
Which of these statements is true about sunk costs?
They differ between alternatives.
They will be incurred in the future.
They have occurred in the past.
They are avoidable.
It’s important to understand what a sunk cost is when deciding whether to make or buy a part. If a company first decided to conduct an engineering study on whether the supplier’s part will work in their production process, the cost of this study is which of the following?
The study is a sunk cost but it is still relevant in the decision analysis.
The study is a sunk cost and it is irrelevant to the decision analysis.
The study is not a sunk costs and is relevant to the decision analysis.
The study is not a sunk cost but it is still irrelevant to the decision analysis.
Complete the following sentence: Opportunity costs differ from sunk costs because
they are differential costs.
they will be incurred in the future.
they represent the potential benefit that is given up when one alternative is selected over another.
All of the above.
In equipment replacement decisions, which one of the following should be included in the analysis:
Difference in cash operating costs between keeping and replacing the equipment.
Book value of the old machine.
Accumulated value of depreciation.
Cost of study determining whether the company is in need of equipment upgrades.
Suppose $150,000 of a product is sold every year. Variable costs are $100,000 per year, while fixed costs of production are $50,000 per year. If the product is dropped, the company's net income:
cannot be measured without first determining which fixed costs aren’t sunk costs.
will decrease by $50,000.
will increase by $50,000.
will not change.
You will find several naviation aides on each page of this book.
The key navigation is through highlighted links that will take you to new material.
The header of each page (beginning at the upper left corner) provides a curved arrow that will take you back to the previous page, a link to the [[Welcome]] page (where you can choose the aspect of the management accounting system you would like to focus on), a link to the [[Levels]] page (where you can choose a skill level to start your exploration of tha material), and a link to the [[Table of Contents]].
At the bottom of each page are links that allow you to keep track of your progress (and open new material as your mastery develops) and will take you directly to the last page read if you have saved your progress.
↶↷
Richardson: Core Concepts in Management Accounting
Welcome... Levels... Table of Contents
Core Concepts of Management Accounting Alan J. Richardson, Professor Emeritus, York University and University of Windsor.
This hyperlinked text provides an overview of the key concepts of management accounting in a very different form than normal management accounting books. On each page, you will find highlighted terms that link to pages discussing the concept. So if you need to review or to build knowledge prior to engaging with a new concept, these links will provide a path. The text can be used in whatever order makes sense for your learning style and your current needs. For help with how to navigate through this text click Navigation.
The text is designed for introductory or advanced students. It can also be used by design consultants to guide the development of a management accounting system based on a set of diagnostic questions. Depending on your level of current knowledge, some sections of the text that are not relevant to you will be hidden. At the bottom of each page, you will have the option of clicking to indicate that you have mastered the material shown. If you master the basic material, you will automatically be promoted to the next level and have access to more advanced material.
To begin please proceed to the Levels page or proceed to the Table of Contents.
Technical notes: this text has been built using Twine 2 and published using Harlowe, see Twinery.org, which produces HTML output that should be viewable in any browser.
Please send feedback including suggestions for additional material to Alan J. Richardson (ajr@uwindsor.ca). All material in this text is copyright and may not be used or reproduced without written permission of the author.
This Edition January 16, 2022.
Click here if you have mastered the material on this page. To save your progress click: Save Progress If you are continuing your exploration please click: Load Progress Pages Mastered: 0 Current Level: 0