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Integrated Cost Accounting

CIMA Free Mock Exam
CIMA-BA2 · Chapter 13
  1. Integrated Cost Accounting

Integrated cost accounting keeps one set of double-entry records for both the financial accounts and the cost accounts. Costs are debited to accounts as they are incurred, moved through the accounts as production takes place, and the cost of the goods sold – together with any variances and any over- or under-absorbed overhead – ends up in the statement of profit or loss.

The chapter works the entries step by step for a standard marginal costing example, then shows the full set of control accounts the syllabus names – raw materials, wages, production overhead, work-in-progress and finished goods – including over- and under-absorption. It finishes with the accounts for job and batch costing and with cost statements for manufacturing, service and not-for-profit organisations.

1 Introduction

YouTube video

The lecture covers sections 2 and 3. To keep the example short it moves costs straight to a cost of sales account and skips the work-in-progress account; section 4 shows the full route through the control accounts, which you do need to know. Sections 5 and 6 (job and batch costing, and cost statements) are in the written notes only.

Transactions of a business need recording, both for the financial accounts and for the management accounts. Some businesses keep completely separate sets of records, but this clearly involves duplication which is why it is common to have one set of records for both purposes - this is known as integrated cost accounting. In this chapter we will work through an example in order to show how the records are maintained.

The alternative, where the cost accounts and the financial accounts are kept in two separate ledgers that are regularly reconciled with each other, is called an interlocking (or non-integrated) system. In BA2 you need to know the integrated system. The double entry itself is taught in BA3; here you only need the rules set out in this chapter.

2 Labour

Before we work through a full example, it is important to appreciate that labour can be either a direct cost or an indirect cost (or overhead).

All costs of indirect workers (i.e. those not directly involved in making products, such as maintenance staff and supervisors) are indirect costs.

For workers directly involved in making products:

  • Direct costs are their basic pay, and any overtime premium (i.e. the extra that is paid over and above their basic pay) paid for a specific job at the customer’s request.

  • Indirect costs are general overtime premiums, bonus payments, idle time, and sick pay.

Direct workers normally work 50 hours a week. This week they worked 60 hours: 10 hours of general overtime, not at any customer’s request. The basic rate is $10 an hour and overtime is paid at $15 an hour.

$

Direct labour: basic pay for all hours worked (60 × $10)

600

Indirect labour (production overhead): overtime premium (10 × $5)

50

Total paid (50 × $10 + 10 × $15)

650

The overtime hours themselves are paid at the basic rate as direct labour; only the extra $5 an hour (the premium) is an overhead. If the overtime had been worked at a specific customer’s request, the $50 would be a direct cost of that customer’s job. In the same way, pay for idle time is an overhead, not direct labour: only productive hours are charged to production as direct labour.

3 The accounting entries

To explain the accounting entries, we will work through an example step-by-step.

First, we record the actual costs by entering them on the debit (left-hand) side of accounts for each of materials, direct labour, and overheads. At the same time we enter the amounts on the credit (right-hand) side of cash (in respect of costs paid in cash) or on the credit side of payables (in respect of anything bought on credit).

We also record the sales revenue by entering it on the credit side of a sales account, and at the same time entering it on the debit side of cash (if the sales were for cash) or on the debit side of receivables (if the sales were made on credit).

ABC produces and sells product X.

The standard cost card for product X is as follows:

$

Materials (5kg at $15 per kg)

75

Direct labour (10 hours at $3 per hour)

30

Variable production overheads

15

Standard marginal cost

120

The standard selling price is $200 per unit.

During January, they produced and sold 1,000 units and the actual results were as follows:

$

Sales, all for cash (1,000 units at $200)

200,000

Materials (5,500 kg)

77,000

Labour

35,000

Other variable overheads

10,000

There were no opening inventories, and all expenses were paid in cash.

(Note: $5,000 of the labour cost was for indirect labour. Also, direct labour worked for 10,000 hours.)

Enter the actual results into the relevant accounts.

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Each payment is credited to cash and debited to the account for the cost; the sales are debited to cash and credited to sales.

Debit

Cash

Credit

Sales

200,000

Materials

77,000

Labour

35,000

Overheads

10,000

Debit

Sales

Credit

Cash

200,000

Debit

Materials

Credit

Cash

77,000

Debit

Labour

Credit

Cash

35,000

Debit

Overheads

Credit

Cash

10,000

Next, we will transfer any indirect labour from the labour account to the overheads account.

Using the accounts from Example 1, transfer the indirect labour to the overheads account.

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Credit labour and debit overheads with the $5,000 of indirect labour. The labour account is left with the direct labour of $30,000 (10,000 hours × $3), and the overheads account now holds $15,000.

Debit

Labour

Credit

Cash

35,000

Overheads

5,000

Debit

Overheads

Credit

Cash

10,000

Labour

5,000

Next, we put all the production costs together in order to get the total cost of production, by transferring each of them to a Cost of Sales account. In each case, we credit the cost account and debit the Cost of Sales account.

Transfer each of the production costs to the Cost of Sales account.

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Debit

Materials

Credit

Cash

77,000

Cost of sales

77,000

Debit

Labour

Credit

Cash

35,000

Overheads

5,000

Cost of sales

30,000

35,000

35,000

Debit

Overheads

Credit

Cash

10,000

Cost of sales

15,000

Labour

5,000

15,000

15,000

Debit

Cost of Sales

Credit

Materials

77,000

Labour

30,000

Overheads

15,000

The cost of sales account now holds everything actually spent on production: $122,000.

Now, we transfer the total standard cost of the goods sold to the Statement of Profit or Loss account - we credit the Cost of Sales account and debit the SOPL account, with the standard cost of the goods sold.

Transfer the standard cost of the goods sold to the SOPL account.

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Standard cost of the goods sold = 1,000 units × $120 = $120,000. Credit cost of sales and debit the SOPL account.

Debit

Cost of Sales

Credit

Materials

77,000

SOPL (1,000 × $120)

120,000

Labour

30,000

Overheads

15,000

Debit

Statement of Profit or Loss

Credit

Cost of sales

120,000

You will notice that the total on the debit side of the cost of sales account does not equal the total on the credit side.

The reason is that we have debited with what was actually spent, but credited with the standard cost.

If you look back, then for direct labour and overheads, the amount actually spent is the same as the standard costs for the production. However, in respect of materials, the total actually spent of $77,000 was not equal to the standard cost of materials of $75,000 (1,000 units at $75 per unit).

As a result we have variances, and we need to analyse into the price variance and the usage variance.

When we have done this, we transfer the variances from the cost of sales account to the SOPL account.

Calculate the materials price variance and the materials usage variance, and transfer them to the SOPL account.

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Materials price variance

$

Actual purchases at actual cost (5,500 kg)

77,000

Actual purchases at standard cost (5,500 kg × $15)

82,500

Price variance

5,500 F

Materials usage variance

kg

Actual usage

5,500

Standard usage for actual production (1,000 × 5 kg)

5,000

Excess usage

500

Usage variance (500 kg × $15)

$7,500 A

Net materials variance = $7,500 A − $5,500 F = $2,000 A, which is exactly the difference between the $122,000 debited to cost of sales and the $120,000 credited.

A favourable variance increases profit: debit cost of sales and credit the SOPL account. An adverse variance reduces profit: credit cost of sales and debit the SOPL account.

Debit

Cost of Sales

Credit

Materials

77,000

SOPL (1,000 × $120)

120,000

Labour

30,000

Materials usage variance

7,500

Overheads

15,000

Materials price variance

5,500

127,500

127,500

Debit

Statement of Profit or Loss

Credit

Cost of sales

120,000

Materials price variance

5,500

Materials usage variance

7,500

We have now almost finished!

To complete the exercise we will transfer the figure on the sales account to the SOPL account. The balancing figure on the SOPL account will be the profit for the month and we can then re-write the figures in the account in the form of a statement to present to management (the operating statement).

Transfer the sales (at the standard selling price) to the SOPL account. Then find the profit for January as the balancing figure on the SOPL account, balance the cash account, and present the operating statement for management.

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The units were sold at the standard selling price, so the sales of $200,000 are transferred in full.

Debit

Sales

Credit

SOPL

200,000

Cash

200,000

Debit

Statement of Profit or Loss

Credit

Cost of sales

120,000

Sales

200,000

Standard profit

80,000

200,000

200,000

Materials usage variance

7,500

Standard profit

80,000

Actual profit

78,000

Materials price variance

5,500

85,500

85,500

Debit

Cash

Credit

Sales

200,000

Materials

77,000

Labour

35,000

Overheads

10,000

Balance c/f

78,000

200,000

200,000

Balance b/f

78,000

Operating statement – January

$

$

Standard profit (1,000 units × $80)

80,000

Materials price variance

5,500 F

Materials usage variance

7,500 A

Net variance

2,000 A

Actual profit

78,000

Check: actual profit = sales $200,000 − materials $77,000 − labour $35,000 − overheads $10,000 = $78,000. All sales and costs were in cash, so the cash balance is also $78,000.

4 The manufacturing control accounts

Example 1 to Example 6 moved the costs straight to a cost of sales account, because everything produced in January was sold. In practice some units are still being made at the end of a period, and some finished units are still in the warehouse. A full integrated system therefore moves costs through a series of control accounts, each holding the total of one stage of production:

Control account

What it records

Raw materials (stores) control

Materials bought, less materials issued; the balance is the inventory of raw materials

Wages control

Wages paid, analysed into direct labour (to work-in-progress) and indirect labour (to production overhead)

Production (manufacturing) overhead control

Overheads actually incurred (debit) and overheads absorbed into production (credit); any balance is over- or under-absorbed overhead

Work-in-progress control

The cost of production: direct materials, direct labour and production overheads absorbed; less the cost of units completed; the balance is the work-in-progress at the end of the period

Finished goods control

The cost of units completed, less the cost of units sold; the balance is the inventory of finished goods

Cost of sales

The production cost of the units sold, transferred to the statement of profit or loss

The entries:

Transaction

Debit

Credit

Raw materials bought

Raw materials control

Payables (or cash)

Direct materials issued to production

Work-in-progress control

Raw materials control

Indirect materials issued

Production overhead control

Raw materials control

Wages paid

Wages control

Cash

Direct labour

Work-in-progress control

Wages control

Indirect labour (incl. general overtime premium, idle time)

Production overhead control

Wages control

Other production overheads incurred

Production overhead control

Cash (or payables)

Production overheads absorbed (at the absorption rate)

Work-in-progress control

Production overhead control

Cost of units completed

Finished goods control

Work-in-progress control

Cost of units sold

Cost of sales

Finished goods control

Under-absorbed overhead

Statement of profit or loss

Production overhead control

Over-absorbed overhead

Production overhead control

Statement of profit or loss

Production overheads are charged to work-in-progress at the predetermined absorption rate, not at the amount actually spent. So the production overhead control account will rarely balance: the difference is the over- or under-absorbed overhead, calculated exactly as in chapter 5 (section 4), and it is transferred to the statement of profit or loss. Under-absorbed overhead is an extra expense (debit SOPL); over-absorbed overhead reduces the expense (credit SOPL).

When standard costing is used, work-in-progress, finished goods and cost of sales are kept at standard cost, and each variance is taken to the statement of profit or loss as it is calculated – adverse variances debited, favourable variances credited – exactly as in Example 5.

Kibo Manufacturing uses an integrated accounting system and absorption costing. Production overheads are absorbed at $4 per direct labour hour. At 1 March the balance on the raw materials control account was $12,000; there was no opening work-in-progress or finished goods. During March:

$

Raw materials bought on credit

50,000

Direct materials issued to production

40,000

Indirect materials issued

3,000

Wages paid in cash: direct labour (6,000 hours × $5)

30,000

Wages paid in cash: indirect labour

6,000

Other production overheads paid in cash

14,000

Production cost of units completed and transferred to the warehouse

80,000

Production cost of units sold

70,000

Sales, all on credit

110,000

Selling and administration costs, paid in cash

9,000

Required:

  1. Write up the raw materials control, wages control, production overhead control, work-in-progress control and finished goods control accounts for March.

  2. State the over- or under-absorbed overhead and prepare the statement of profit or loss for March.

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(a)

Debit

Raw Materials Control

Credit

Balance b/f

12,000

Work-in-progress control

40,000

Payables

50,000

Production overhead control

3,000

Balance c/f

19,000

62,000

62,000

Balance b/f

19,000

Debit

Wages Control

Credit

Cash

36,000

Work-in-progress control

30,000

Production overhead control

6,000

36,000

36,000

Debit

Production Overhead Control

Credit

Raw materials control

3,000

Work-in-progress control (6,000 hrs × $4)

24,000

Wages control

6,000

Cash

14,000

SOPL – over-absorbed

1,000

24,000

24,000

Debit

Work-in-Progress Control

Credit

Raw materials control

40,000

Finished goods control

80,000

Wages control

30,000

Balance c/f

14,000

Production overhead control

24,000

94,000

94,000

Balance b/f

14,000

Debit

Finished Goods Control

Credit

Work-in-progress control

80,000

Cost of sales

70,000

Balance c/f

10,000

80,000

80,000

Balance b/f

10,000

(b) Overheads incurred = $3,000 + $6,000 + $14,000 = $23,000. Overheads absorbed = 6,000 hours × $4 = $24,000. More was absorbed than was incurred, so overhead is over-absorbed by $1,000: debit production overhead control and credit the SOPL.

Statement of profit or loss – March

$

Sales

110,000

Cost of sales

(70,000)

40,000

Over-absorbed production overhead

1,000

Gross profit

41,000

Selling and administration costs

(9,000)

Profit

32,000

The closing balances are the three inventories: raw materials $19,000, work-in-progress $14,000 and finished goods $10,000.

5 Job and batch costing

The examples so far assumed that a business makes large numbers of identical units. Many businesses do not. They work to each customer’s order, or they make products in batches. Their costing, and their accounts, are organised around each job or batch.

Job costing

Job costing is used where work is done to a customer’s own specification and each order is different – for example a builder, a printer, a garage carrying out repairs, a firm making machinery to order, or a firm of accountants. Each job is given a number and its own job cost card (job account), and its costs are collected on it as they are incurred:

  • direct materials – from the materials requisitions issued to the job

  • direct labour – from the hours booked to the job on time sheets, at the labour rate

  • direct expenses – costs incurred for that job only, such as hiring special equipment

  • production overheads – absorbed at the predetermined rate (for example per direct labour hour)

Non-production overheads (administration, selling) are often added as a percentage of production cost, and a profit is then added to arrive at the price quoted to the customer (chapter 7).

In the integrated accounts, the work-in-progress control account is the total of all the individual job accounts. Materials, labour, direct expenses and absorbed overheads are debited to work-in-progress (and to the job card). When a job is finished, its cost is credited to work-in-progress and debited to finished goods – or straight to cost of sales when the job is handed to the customer at once. Jobs not finished at the end of the period make up the closing work-in-progress.

Mensah Engineering makes machinery to customers’ orders. Production overheads are absorbed at $9 per direct labour hour. Administration overheads are added at 20% of production cost, and prices are set to give a margin of 25% on the selling price. The only two jobs worked on during June were:

Job 247

Job 248

Direct materials

$2,400

$1,100

Direct labour hours at $12 per hour

80 hours

30 hours

Direct expenses (special equipment hire)

$300

–

Position at 30 June

Completed and delivered

Still in progress

Required:

  1. Prepare the job cost card for Job 247 and calculate the price to be charged to the customer.

  2. Prepare the work-in-progress control account for June (direct expenses are paid in cash).

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(a) Job cost card – Job 247

$

Direct materials

2,400

Direct labour (80 hours × $12)

960

Direct expenses

300

Prime cost

3,660

Production overheads absorbed (80 hours × $9)

720

Production cost

4,380

Administration overheads (20% × $4,380)

876

Total cost

5,256

Profit (25% margin: $5,256 × 25/75)

1,752

Price

7,008

A 25% margin means cost is 75% of the price, so price = $5,256 ÷ 0.75 = $7,008 (check: $1,752 is 25% of $7,008).

(b) Job 248 to date: materials $1,100 + labour (30 × $12) $360 + overheads (30 × $9) $270 = $1,730.

Debit

Work-in-Progress Control

Credit

Raw materials control (2,400 + 1,100)

3,500

Cost of sales – Job 247

4,380

Wages control (960 + 360)

1,320

Balance c/f – Job 248

1,730

Cash – direct expenses

300

Production overhead control (720 + 270)

990

6,110

6,110

Balance b/f – Job 248

1,730

Only the production cost of Job 247 leaves work-in-progress; the administration overheads are a period cost charged to the statement of profit or loss, and the profit is earned when the job is sold. The closing balance is the cost to date of the unfinished Job 248.

Batch costing

Batch costing is used where a number of identical units are made together as one batch – for example 500 shirts in one style and size, 2,000 loaves of bread, or a batch of tablets. The batch is costed exactly like a job, with its own batch cost card and its own costs, including any cost of setting up the machines for the batch. The cost of one unit is then:

Cost per unit = total cost of the batch ÷ number of units in the batch

In the accounts, each batch is treated as a job: its costs are debited to work-in-progress, and the cost of a completed batch is transferred to finished goods.

A garment maker in Dhaka makes shirts in batches. Batch 61 of 500 shirts used:

Direct materials

$2,250

Direct labour

40 hours at $10 per hour

Machine set-up for the batch

$150

Production overheads

absorbed at $6 per direct labour hour

Calculate the total cost of Batch 61, the cost per shirt, and the selling price per shirt if the company adds a mark-up of 25% to production cost.

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Batch 61

$

Direct materials

2,250

Direct labour (40 hours × $10)

400

Machine set-up

150

Production overheads (40 hours × $6)

240

Total cost of the batch

3,040

Cost per shirt = $3,040 ÷ 500 = $6.08.

Selling price = $6.08 × 1.25 = $7.60 per shirt (mark-up $1.52).

The set-up cost is the same whatever the size of the batch, so larger batches spread it over more units and lower the cost per unit.

6 Cost statements in manufacturing, service and not-for-profit organisations

Management needs regular cost statements whatever kind of organisation it runs. The layout changes with the organisation, but the aim is the same: to show what the output cost, in total and per unit, so that it can be compared with budgets, previous periods and similar organisations.

Manufacturing organisations

A manufacturer’s cost statement (sometimes called a manufacturing account) builds up the cost of production in stages:

Stage

Made up of

Direct materials used

Opening raw materials + purchases − closing raw materials

Prime cost

Direct materials used + direct labour + direct expenses

Production cost

Prime cost + production overheads

Cost of goods completed

Production cost + opening work-in-progress − closing work-in-progress

Cost of sales

Cost of goods completed + opening finished goods − closing finished goods

Lahore Furniture makes office desks. Its figures for the year are:

$

Inventory of raw materials: opening

8,000

Inventory of raw materials: closing

10,000

Purchases of raw materials

62,000

Direct labour

45,000

Direct expenses

5,000

Indirect labour

18,000

Factory rent

12,000

Depreciation of factory machinery

9,000

Factory power

6,000

Work-in-progress: opening

7,000

Work-in-progress: closing

9,000

Finished goods: opening

20,000

Finished goods: closing

18,000

Sales

240,000

Administration costs

30,000

Selling and distribution costs

22,000

3,000 desks were completed during the year.

Prepare a cost statement for the year showing prime cost, production cost, the cost of goods completed and the cost of sales, followed by the gross profit and the operating profit. Calculate the production cost per desk completed.

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Lahore Furniture – cost statement for the year

$

$

Opening inventory of raw materials

8,000

Purchases

62,000

Closing inventory of raw materials

(10,000)

Direct materials used

60,000

Direct labour

45,000

Direct expenses

5,000

Prime cost

110,000

Production overheads: indirect labour

18,000

Production overheads: factory rent

12,000

Production overheads: depreciation of factory machinery

9,000

Production overheads: factory power

6,000

Total production overheads

45,000

Production cost

155,000

Add opening work-in-progress

7,000

Less closing work-in-progress

(9,000)

Cost of goods completed

153,000

Add opening finished goods

20,000

Less closing finished goods

(18,000)

Cost of sales

155,000

Sales

240,000

Gross profit

85,000

Administration costs

(30,000)

Selling and distribution costs

(22,000)

Operating profit

33,000

Production cost per desk completed = $153,000 ÷ 3,000 = $51.

Service organisations

A service business has no physical product and usually little or no inventory, so there is no work-in-progress or finished goods to account for: the costs of the period are the costs of the service provided. Most of its costs are often labour and overheads rather than materials. The main difficulty is choosing a cost unit – a measure of the service provided – so that a cost per unit can be calculated and compared (see the four features of services in chapter 12). Often it is a composite cost unit made up of two measures:

Service

Possible cost unit

Hotel

Occupied room-night

Hospital

Patient-day (one patient for one day)

Bus or airline

Passenger-kilometre

Road haulage

Tonne-kilometre

Accountancy or law firm

Chargeable hour

Restaurant

Meal served (or customer served)

Lakeview Hotel has 80 rooms. Last year 21,900 room-nights were occupied (75% of the 29,200 available). Its cost statement for the year:

$

Housekeeping and reception staff

328,500

Laundry and cleaning materials

87,600

Heating, lighting and water

65,700

Repairs, maintenance and depreciation

109,500

Administration

65,700

Total cost

657,000

Cost per occupied room-night = $657,000 ÷ 21,900 = $30.

Management can compare the $30 with the budget, with last year and with the price charged per room. Because many of the costs are fixed, the cost per occupied room-night rises when occupancy falls – which is why hotels measure occupancy so closely.

Not-for-profit organisations

Charities, public hospitals, state schools and government departments do not aim to make a profit. Their aim is to provide as much service as possible, of a good quality, with the money they have. Their cost statements therefore compare actual costs with the budget, and measure the cost per unit of service – cost per patient treated, per pupil taught, per meal delivered – alongside non-financial measures of how well the service is delivered.

A charity runs a health clinic in Kumasi. Its budget for the year was $300,000 to provide 12,000 patient visits. The actual results for the year were 13,500 patient visits, and actual costs of:

$

Medical staff

194,400

Medicines and supplies

72,900

Premises

36,000

Administration

20,700

Required:

  1. Prepare a statement of the actual costs for the year, showing the cost per patient visit, and compare it with the budget.

  2. Suggest two non-financial measures the charity could use alongside the cost per visit.

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(a)

Budget

Actual

Patient visits

12,000

13,500

Total cost

$300,000

$324,000

Cost per patient visit

$25.00

$24.00

Actual total cost = $194,400 + $72,900 + $36,000 + $20,700 = $324,000. Cost per visit = $324,000 ÷ 13,500 = $24.00, against a budgeted $300,000 ÷ 12,000 = $25.00.

The clinic spent $24,000 more than its budget, but it provided 1,500 more patient visits, and the cost of each visit was $1 lower than planned. It has used its money more efficiently than budgeted – provided the quality of care has not suffered, which the cost figures alone cannot show.

(b) For example: the average waiting time for a patient to be seen; the percentage of patients who say they are satisfied with their treatment; the number of patients who have to return because the first treatment did not work. (Any two sensible measures.)

7 Test your knowledge

Two quick checks before you move on: work through the flashcards to fix this chapter’s terms and definitions, then sit the objective questions for exam-style practice. Both mark themselves and explain the answers as you go.

Practice questions

Integrated Cost Accounting

12 questions

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