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Activity Based Costing: Cost Pools, Cost Drivers and Calculations for Skills Level

ICAN Skills, Performance Management. Syllabus area B: Advanced costing techniques.

12 min read · Updated 8 November 2026

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In this part

A factory makes three products on the same machines. One sells in thousands, one in hundreds, and one is a special order made a few at a time. The accountant adds the factory’s overhead to each product by machine hours, and the special order looks cheap to make and profitable to sell.

Yet the special order needs its own set-up, its own inspection, its own paperwork and its own delivery, every time. Nothing in the machine-hour rate shows it. Activity based costing (ABC) was developed to fix this. It finds what activities cause overhead cost, measures how often each product uses them, and charges the cost accordingly.

This topic explains the ideas behind ABC, how to choose cost pools and cost drivers, how to calculate the cost per driver and the cost per unit, and how to use the result. It builds on the big data analytics topic, whose methods can supply the activity data ABC needs. The next topic compares ABC with traditional absorption costing and weighs its advantages and disadvantages.

In 30 seconds

Activity based costing is a form of absorption costing that charges production overhead to products by the activities that cause it, instead of by direct labour or machine hours. Overhead is grouped into cost pools, one for each activity. Each pool has a cost driver, a measurable factor that causes the cost of the activity to rise as more of the activity is done: orders, set-ups, inspections, deliveries, machine hours.

Cost per driver = cost pool ÷ total units of the driver. Each product is charged the cost per driver × the units of the driver it uses. Full cost per unit = direct materials + direct labour + overhead per unit. ABC suits businesses where overhead is large, products are varied or complex, and order and batch sizes differ. It shows which products are profitable.

Full marks come from naming activities and drivers, showing the rate for each pool and checking that the overhead charged equals the overhead incurred.

The ideas behind ABC, and what it is used for

ABC is based on three ideas. In a modern factory a large part of total cost is overhead, and direct labour is relatively small. Because overhead is large, it is worth tracing it to the products that cause it as accurately as possible. And the traditional methods of charging overhead by direct labour hours or machine hours have no sound basis, because many overheads do not depend on production hours:

  • Quality control and inspection depend on the quality standards and inspection methods, not on hours worked.
  • Processing and chasing customer orders depends on the number of orders, not on the hours spent on each job.
  • Storing materials depends on the volume of materials handled.
  • Production planning depends on the number and complexity of orders or batches.

Uses of ABC

  • More accurate product costs, and so better pricing decisions.
  • Profitability analysis of products, customers and services, showing which to keep, improve or drop.
  • Better resource allocation and cost control, by showing where overhead arises.
  • Process improvement, by identifying inefficiencies and activities that add no value.
  • Strategic decisions on product mix, outsourcing and customer segments, and more accurate budgets.
How activity based costing charges overhead to productsOverhead is split into cost pools by activity: machining, set-ups, inspection and despatch. Each pool is divided by its cost driver to give a rate. Each product is charged the rate multiplied by the driver units it uses.Cost poolsone for each activityRate for each poolpool divided by driver unitsCharge to productrate times driver units usedDrivers: machine hours, set-ups, inspections, deliveries, ordersEach driver must be measurable and must cause the cost of its activity

Cost pools and cost drivers

A cost pool is the overhead allocated and apportioned to an activity. A cost driver is the factor that determines the cost of the activity: something that makes the cost rise as more of the activity is done. Each driver must be measurable, so that the number of units of the driver in the period can be counted. Typical pairs:

  • Processing customer orders: number of customer orders.
  • Purchasing materials: number of purchase orders.
  • Quality control and inspection: number of inspections.
  • Production planning and set-ups: number of production runs or batches (set-ups).
  • Repairs and maintenance: number of machines or machine hours.
  • Selling: number of sales orders.
  • Warehousing and despatch: number of deliveries.

Machine hours remain the right driver for costs that really vary with machine use, such as power and depreciation. ABC does not abandon volume-based charges. It uses them only for the costs they explain.

The steps

  1. Group the overhead into cost pools by activity.
  2. Choose a cost driver for each pool.
  3. Calculate the cost per unit of driver = pool ÷ total driver units.
  4. Charge each product: rate × driver units used by that product, for every pool.
  5. Add the pools to get the overhead per product; divide by units made for the overhead per unit.
  6. Add direct materials and direct labour for the full cost per unit, and compare with the selling price.
  7. Check that the overhead charged to all products equals the total overhead.

Applying ABC well

  • Suitable circumstances. A manufacturer needing full cost for inventory valuation; overhead a large share of cost and direct labour small; complex products; products made to customer specification; very different order sizes, so that order handling and despatch are significant.
  • Selecting drivers. Choose the driver that best explains the cost, and that can be measured at reasonable cost. Many activities have more than one possible driver, so a judgement is needed, and it should be reviewed.
  • Number of pools. Few enough to be affordable, many enough to separate costs that behave differently.
  • Services. ABC works in service businesses such as a laboratory, a bank or a firm of accountants, where nearly all cost is overhead and the cost drivers are things like samples, tests, transactions or reports.
  • Long-term view. ABC reflects the idea that in the long run all overhead is variable, so that the cost of an activity falls if the activity is reduced. In the short run most of the cost is fixed, so ABC product costs are not the same as relevant costs for a short-term decision.

ABC and financial reporting

ABC is a management accounting method, and no Nigerian statute requires it. When a manufacturer also uses ABC for inventory valuation, IAS 2 Inventories applies. It requires the cost of inventory to include a systematic allocation of production overhead, with fixed production overhead allocated on the basis of the normal capacity of the production facilities. It requires unallocated overhead to be recognised as an expense.

An ABC allocation can satisfy this if the drivers are reasonable, applied consistently and not inflated by idle capacity. Abnormal waste and idle capacity costs are not added to inventory. Selling and general administration costs are not part of inventory cost either.

Sources and references

  • IAS 2 Inventories, paragraphs on costs of conversion and allocation of production overheads.

These points are stated as at 6 November 2026.

Layouts for ABC calculations

  1. Cost per driver = cost pool ÷ total driver units. Write the rate with its unit: ₦ per set-up, ₦ per inspection.
  2. Overhead charged to a product = Σ (rate × driver units used by the product).
  3. Overhead per unit = overhead charged ÷ units produced.
  4. Full cost per unit = direct materials + direct labour + overhead per unit.
  5. Profit per unit = selling price − full cost per unit; total profit = profit per unit × units.
  6. Foot check. Σ overhead charged = total overhead. Always show it.

Money is in naira, per-unit figures are rounded once to the nearest naira, and totals are exact.

Worked examples

Example 1: a manufacturer. Ikeja Cables Limited makes three products, P, Q and R. Overhead is machining ₦8,400,000, set-ups ₦3,150,000, inspection ₦2,640,000 and despatch ₦1,980,000. Drivers for the period: machine hours 7,000, set-ups 105, inspections 220 and deliveries 330. Product data are in the table below. Selling prices: P ₦2,600, Q ₦4,000, R ₦7,500. Required: the rate for each pool, the overhead per unit, the full cost and the profit of each product.

P: 6,000 units, materials ₦900, labour ₦300 a unit, 3,000 machine hours, 20 set-ups, 40 inspections, 60 deliveries. Q: 2,500 units, materials ₦1,400, labour ₦450, 2,500 machine hours, 45 set-ups, 80 inspections, 90 deliveries. R: 1,000 units, materials ₦2,200, labour ₦700, 1,500 machine hours, 40 set-ups, 100 inspections, 180 deliveries.

  1. Rates.
    Machining 8,400,000 ÷ 7,000 = ₦1,200 per machine hour.
    Set-ups 3,150,000 ÷ 105 = ₦30,000 per set-up.
    Inspection 2,640,000 ÷ 220 = ₦12,000 per inspection.
    Despatch 1,980,000 ÷ 330 = ₦6,000 per delivery.
  2. P overhead.
    3,000 × 1,200 = 3,600,000
    20 × 30,000 = 600,000
    40 × 12,000 = 480,000
    60 × 6,000 = 360,000.
    Total ₦5,040,000; per unit ÷ 6,000 = ₦840.
  3. Q overhead.
    3,000,000 + 1,350,000 + 960,000 + 540,000 = ₦5,850,000
    per unit ÷ 2,500 = ₦2,340.
  4. R overhead.
    1,800,000 + 1,200,000 + 1,200,000 + 1,080,000 = ₦5,280,000
    per unit ÷ 1,000 = ₦5,280.
  5. Foot check.
    5,040,000 + 5,850,000 + 5,280,000 = 16,170,000, which equals the total overhead (8,400,000 + 3,150,000 + 2,640,000 + 1,980,000).
  6. Full cost per unit.
    P 900 + 300 + 840 = ₦2,040.
    Q 1,400 + 450 + 2,340 = ₦4,190.
    R 2,200 + 700 + 5,280 = ₦8,180.
  7. Profit per unit.
    P 2,600 − 2,040 = ₦560.
    Q 4,000 − 4,190 = −₦190.
    R 7,500 − 8,180 = −₦680.
  8. Total profit.
    P 6,000 × 560 = ₦3,360,000
    Q 2,500 × −190 = −₦475,000
    R 1,000 × −680 = −₦680,000.
    Total ₦2,205,000.
  9. Comment. Q and R lose money once the set-ups, inspections and deliveries they cause are charged to them. Management should review their prices, their batch sizes and the cost of their activities before deciding to drop them, because overhead that is fixed in the short run will not disappear if they are dropped.

Example 2: a service business. A medical laboratory has overhead of ₦2,400,000 for sample reception, ₦9,000,000 for analysis and ₦1,800,000 for reporting. Drivers: 6,000 samples, 1,500 test hours and 1,200 reports. Hospitals sent 3,500 samples, needing 800 test hours and 600 reports; clinics 2,000 samples, 500 hours and 450 reports; corporate clients 500 samples, 200 hours and 150 reports. Required: the rates, the overhead for each client group and the overhead per sample.

  1. Rates.
    Reception 2,400,000 ÷ 6,000 = ₦400 per sample.
    Analysis 9,000,000 ÷ 1,500 = ₦6,000 per test hour.
    Reporting 1,800,000 ÷ 1,200 = ₦1,500 per report.
  2. Hospitals.
    3,500 × 400 = 1,400,000
    800 × 6,000 = 4,800,000
    600 × 1,500 = 900,000.
    Total ₦7,100,000; per sample ÷ 3,500 = ₦2,029.
  3. Clinics.
    800,000 + 3,000,000 + 675,000 = ₦4,475,000
    per sample ÷ 2,000 = ₦2,238.
  4. Corporate.
    200,000 + 1,200,000 + 225,000 = ₦1,625,000
    per sample ÷ 500 = ₦3,250.
  5. Foot check.
    7,100,000 + 4,475,000 + 1,625,000 = ₦13,200,000, equal to the total overhead.
  6. Comment. The corporate group looks cheap on a per-sample volume basis but costs most per sample because its work is analysis-heavy. A single rate per sample would have under-priced it.

Expect variants: a volume-based comparison in the same question, a driver rate that must be found from a total, products that use some pools but not others, or a request for the effect of a change in batch size.

Common mistakes

  • Using one driver for every pool. That is traditional costing.
  • Choosing a driver that does not cause the cost. It must be measurable and causal.
  • Dividing by units produced instead of driver units when finding the rate.
  • Forgetting the foot check. Overhead charged must equal overhead incurred.
  • Treating ABC cost as relevant cost. Much of it is fixed in the short run.
  • Leaving out direct costs when asked for full cost or profit.
  • Rounding rates early. Carry full figures, round the answer once.

Quick revision

  • ABC: overhead traced by activities. Cost pool per activity; cost driver per pool; rate = pool ÷ driver units.
  • Product overhead = Σ rate × driver units used. Add direct costs for full cost.
  • Drivers: orders, purchase orders, inspections, set-ups or batches, machine hours, sales orders, deliveries.
  • Suitable where overhead is high, products complex, orders differ in size; works in services.
  • IAS 2 governs overhead in inventory; abnormal waste and idle capacity are expensed.
  • Foot check: total charged = total incurred.

How the marks are earned

  • Explain ABC: the ideas, with one point for each reason the traditional method fails.
  • Suggest drivers: one mark for each sensible activity and driver pair.
  • Calculate: a mark for each rate, each product’s overhead, the per-unit cost and the foot check.
  • Comment: link the result to a decision such as price or batch size.

Practice questions

These are original questions, written in the style of the Skills examination. Work each one before you open the answer.

Recall check: multiple choice

Question 1. Activity based costing absorbs overhead using:

  1. One rate for the whole factory
  2. Direct labour hours only
  3. A separate rate for each cost pool, based on its cost driver
  4. Selling price
Show the answer

C. Each activity has its own pool and driver.

Question 2. A cost driver is:

  1. The factor that determines the cost of an activity
  2. The person who drives the lorry
  3. The total overhead
  4. The selling price
Show the answer

A. It must be measurable.

Question 3. A cost pool is:

  1. The direct materials cost
  2. A swimming facility
  3. The profit on a product
  4. The overhead allocated and apportioned to an activity
Show the answer

D. There is one pool for each activity.

Question 4. A suitable cost driver for quality inspection is the:

  1. Number of employees
  2. Number of inspections
  3. Machine hours
  4. Selling price
Show the answer

B. Inspection cost rises with the number of inspections.

Question 5. The cost per unit of a cost driver is:

  1. Cost pool ÷ total driver units
  2. Total driver units ÷ cost pool
  3. Cost pool × units produced
  4. Selling price − cost
Show the answer

A. For example ₦ per set-up.

Question 6. ABC is most suitable when:

  1. All products are identical
  2. Overhead is very small
  3. Overhead is a large share of cost and products and order sizes differ
  4. There is only one product
Show the answer

C. Complexity and variety make volume bases misleading.

Question 7. A suitable driver for materials purchasing is the number of:

  1. Machine hours
  2. Sales
  3. Employees
  4. Purchase orders
Show the answer

D. Cost depends on how many orders are placed.

Question 8. Under ABC, a product made in small batches needing many set-ups will, compared with a volume basis, absorb:

  1. Less overhead per unit
  2. More overhead per unit
  3. The same overhead per unit
  4. No overhead
Show the answer

B. It causes more set-up activity per unit.

Question 9. A suitable driver for warehousing and despatch is the number of:

  1. Direct labour hours
  2. Machines
  3. Deliveries
  4. Directors
Show the answer

C. Each delivery uses packing and dispatch work.

Question 10. Under ABC, direct labour cost is:

  1. Traced to products directly, as usual
  2. Ignored
  3. Treated as overhead
  4. Charged by number of deliveries
Show the answer

A. ABC changes only how overhead is charged.

Section B style: written questions

Question 11 (10 marks). (a) Explain the ideas on which activity based costing is based. (4 marks) (b) Suggest a cost driver for each of SIX activities of a manufacturer. (6 marks)

Question 12 (15 marks). Overhead is machining ₦6,000,000 (3,000 machine hours), set-ups ₦2,400,000 (60 set-ups) and inspection ₦1,800,000 (150 inspections). Product X: 2,000 units, 1,200 machine hours, 10 set-ups, 30 inspections, direct cost ₦3,000 a unit, price ₦5,200. Product Y: 1,500 units, 1,000 hours, 20 set-ups, 40 inspections, direct cost ₦4,500, price ₦6,500. Product Z: 500 units, 800 hours, 30 set-ups, 80 inspections, direct cost ₦6,000, price ₦12,000.

(a) Calculate the rate for each pool. (3 marks) (b) Calculate the overhead charged to each product and show it foots. (4 marks) (c) Calculate the overhead and full cost per unit. (3 marks) (d) Calculate the profit per unit and in total for each product. (3 marks) (e) Comment on the result. (2 marks)

Question 13 (20 marks). A laboratory has overhead of ₦3,000,000 for reception (5,000 samples), ₦7,200,000 for analysis (1,200 test hours) and ₦2,400,000 for reporting (800 reports). Hospitals: 3,000 samples, 700 hours, 450 reports, fee ₦2,800 a sample. Clinics: 1,500 samples, 400 hours, 250 reports, fee ₦3,000. Corporate clients: 500 samples, 100 hours, 100 reports, fee ₦3,500.

(a) Calculate the cost per driver for each pool. (3 marks) (b) Calculate the overhead for each client group and per sample. (6 marks) (c) Calculate the profit for each group. (4 marks) (d) Discuss the benefits and limitations of ABC for the laboratory. (7 marks)

Model answers

Show the model answer to Question 11

(a) In a modern factory overhead is a large part of cost and direct labour is small (1). So it is worth tracing overhead to products accurately (1). Charging overhead by labour or machine hours has no sound basis because many overheads are not caused by production hours (1). They are caused by activities such as inspection, order handling, storage and production planning, and these depend on orders, batches and quality standards (1).

(b) Any six, 1 each:

  • order processing, number of customer orders
  • purchasing, number of purchase orders
  • inspection, number of inspections
  • set-ups, number of set-ups or batches
  • maintenance, machine hours
  • despatch, number of deliveries
  • selling, number of sales orders
Show the model answer to Question 12

(a)

  1. Machining 6,000,000 ÷ 3,000 = ₦2,000 per hour
  2. set-ups 2,400,000 ÷ 60 = ₦40,000
  3. inspection 1,800,000 ÷ 150 = ₦12,000 (3).

(b)

  1. X: 2,400,000 + 400,000 + 360,000 = ₦3,160,000.
  2. Y: 2,000,000 + 800,000 + 480,000 = ₦3,280,000.
  3. Z: 1,600,000 + 1,200,000 + 960,000 = ₦3,760,000.
  4. Total 10,200,000, equal to 6,000,000 + 2,400,000 + 1,800,000 (4).

(c)

  1. Overhead per unit.
    X 3,160,000 ÷ 2,000 = ₦1,580
  2. Y 3,280,000 ÷ 1,500 = ₦2,187
  3. Z 3,760,000 ÷ 500 = ₦7,520.
  4. Full cost: X ₦4,580; Y ₦6,687; Z ₦13,520 (3).

(d)

  1. Profit per unit.
    X 5,200 − 4,580 = ₦620
  2. Y 6,500 − 6,686.67 = −₦187
  3. Z 12,000 − 13,520 = −₦1,520.
  4. Total: X ₦1,240,000; Y −₦280,000; Z −₦760,000; overall ₦200,000 (3).

(e) Only X makes a profit; Y and Z cause many set-ups and inspections for their volume. Review their prices and batch sizes before deciding anything else (2).

Show the model answer to Question 13

(a)

  1. Reception 3,000,000 ÷ 5,000 = ₦600 per sample
  2. analysis 7,200,000 ÷ 1,200 = ₦6,000 per hour
  3. reporting 2,400,000 ÷ 800 = ₦3,000 per report (3).

(b)

  1. Hospitals.
    1,800,000 + 4,200,000 + 1,350,000 = ₦7,350,000; per sample ₦2,450.
  2. Clinics.
    900,000 + 2,400,000 + 750,000 = ₦4,050,000; per sample ₦2,700.
  3. Corporate.
    300,000 + 600,000 + 300,000 = ₦1,200,000; per sample ₦2,400.
  4. Total 12,600,000 equals the overhead (6).

(c)

  1. Hospitals.
    3,000 × (2,800 − 2,450) = 1,050,000.
  2. Clinics.
    1,500 × (3,000 − 2,700) = 450,000.
  3. Corporate.
    500 × (3,500 − 2,400) = 550,000.
  4. Total ₦2,050,000 (4).

(d) Benefits:

  • more accurate cost per client group
  • shows that clinics have the lowest margin, so fees or service patterns can be reviewed
  • identifies the activity, analysis, that drives most cost, which can be improved
  • better pricing and budgeting

Limitations: cost and effort to set up and maintain; drivers such as test hours may be imperfect; much overhead still has to be apportioned; based on past costs, not future cash flows; most cost is fixed in the short run, so dropping a client group will not remove it. Conclude that ABC is worthwhile where the information changes decisions (any seven points) (7).

Pathfinder on Activity based costing: drivers and calculations

These are the ICAN Pathfinder questions that test this topic. ICAN owns the questions and the suggested solutions, so we point you to them and do not copy them. Open your Pathfinder, attempt each question under exam conditions, then check your answer against the notes above.

May Diet, 2025: Question 4 (20 marks)

ABC v labour-hour rate; expected selling prices; reasons for ABC.

Revise first: Layouts for ABC calculations

November Diet, 2024: Question 2 (20 marks)

ABC with five pools v labour hour rate; prices with 20 percent margin.

Revise first: Layouts for ABC calculations

November Diet, 2022: Question 2 (20 marks)

ABC v labour-hour rate with five pools; expected selling prices; reasons for ABC.

Revise first: Layouts for ABC calculations

May Diet, 2022: Question 4 (20 marks)

ABC in large service organisations: features, problems, uses, regulator interest.

Revise first: Layouts for ABC calculations

May Diet, 2021: Question 6 (20 marks)

Absorption v ABC cost, effect on cost-plus prices and sales with elasticity.

Revise first: Layouts for ABC calculations

March/July Diet, 2020: Question 3 (20 marks)

ABC v single labour-hour rate, five pools; expected selling prices (a,c in 8/9; b in 33).

Revise first: Layouts for ABC calculations

Source: ICAN Pathfinder, Performance Management. Diets covered: March/July Diet, 2020 to May Diet, 2026. All 13 diets in the Pathfinder are mapped.

Spotted a mistake? Tell us and we will check it.

Where this fits

See every past question on Performance Management and the topic each one tests in the Pathfinder question finder.

This course builds on Management Accounting. After it, move on to Strategic Financial Management.

All Performance Management topics

You are reading topic 8 of 77.

  1. Information systems in organisations: role, costs and benefits01
  2. Internet, intranet, wireless technology and networks in business02
  3. Information needs at strategic, tactical and operational levels03
  4. TPS, MIS, EIS, ERP and CRM systems compared04
  5. Social and ethical issues in strategy and the management accountant’s data role05
  6. Big data principles and the big data pyramid06
  7. Big data, data mining and analytics: uses, benefits, challenges and risks07
  8. Activity based costing: cost pools, cost drivers and calculations08 here
  9. Activity based costing compared with traditional absorption costing09
  10. Target costing: principles and calculating the target cost10
  11. Managing the target cost gap and target costing in services11
  12. Life cycle costing: product life cycle stages and costs12
  13. Life cycle cost and profit calculations, and the benefits of life cycle costing13
  14. Throughput accounting: theory of constraints and the throughput accounting ratio14
  15. Environmental management accounting and sustainability in business15
  16. Environmental costs: methods, challenges and the management accountant’s role16
  17. Relevant costs and revenues, and opportunity cost17
  18. Relevant costs for specific decisions: materials, labour, equipment and overheads18
  19. Break-even analysis and margin of safety for Skills level decisions19
  20. Contribution to sales ratio, target profit and target revenue20
  21. Break-even charts and profit-volume charts21
  22. Multi-product CVP analysis and its limitations22
  23. Limiting factors: allocating a single scarce resource23
  24. Linear programming: formulation and graphical solution24
  25. Linear programming: slack and shadow prices25
  26. Price elasticity of demand and the factors that influence price26
  27. Demand and cost functions: profit-maximising price and output27
  28. Cost-based pricing: cost-plus and relevant-cost pricing28
  29. Market-based pricing: skimming, penetration and other strategies29
  30. Make-or-buy and outsourcing decisions30
  31. One-off contracts, shutdown and further processing of joint products31
  32. Reducing uncertainty: research, simulation and sensitivity analysis32
  33. Expected values and decision rules: maximax, maximin and minimax regret33
  34. Decision trees for multi-stage decisions34
  35. Value of perfect and imperfect information35
  36. Budgetary systems and types of budget: choosing the right one36
  37. Preparing fixed and flexed budgets37
  38. Rolling, activity-based, functional and master budgets38
  39. The beyond budgeting model: benefits and problems39
  40. Participation, negotiation and ethics in budgeting40
  41. High-low method and cost estimation for budgets41
  42. Correlation, regression and time series for budgeting and forecasting42
  43. Learning curve: learning rate and learning effect43
  44. Learning curve in budgeting: steady state and limitations44
  45. Standard costing: uses, how standards are set and types of standard45
  46. Basic variances: material, labour and idle time46
  47. Material mix and yield variances47
  48. Labour mix and yield variances48
  49. Sales mix and quantity variances49
  50. Planning and operational variances: revised budget, sales, market size and market share50
  51. Planning and operational variances for materials and labour51
  52. Overhead variances and reconciling budgeted and actual profit at Skills level52
  53. Behavioural effects of variances: motivation, JIT and TQM53
  54. Profitability ratios and financial performance measures54
  55. Liquidity, solvency and efficiency ratios55
  56. Non-financial performance indicators56
  57. Short-termism and financial manipulation of results57
  58. Sustainability and ESG performance measures58
  59. The balanced scorecard59
  60. The Fitzgerald and Moon building block model60
  61. Performance measurement in not-for-profit organisations61
  62. Value for money as a public sector objective62
  63. Divisional performance: return on investment and residual income63
  64. Economic value added (EVA)64
  65. Transfer pricing methods and the optimal transfer price65
  66. Transfer pricing: problems, tax and repatriation of funds66
  67. Value chain analysis for performance management67
  68. Complex business structures: alliances, joint ventures and supply chains68
  69. The performance pyramid69
  70. Value-based management70
  71. Corporate failure and life cycle issues71
  72. The Z-score and other quantitative failure models72
  73. The Argenti model and qualitative failure prediction73
  74. Preventing corporate failure and performance improvement strategies74
  75. Current developments in management accounting75
  76. Benchmarking and target setting in the public sector76
  77. The changing role of the management accountant and contemporary issues77
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