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Transfer Pricing

CIMA Free Mock Exam
CIMA-P2 · Chapter 6
  1. Transfer Pricing

1 Introduction

Where an organisation is divisionalised, one division will often supply components, products or services to another. Because each division's performance is measured separately (chapter 5), it matters a great deal to both managers what price is charged for that internal supply.

That price is the transfer price. This chapter covers what it is and why one is needed; how a badly set transfer price destroys goal congruence; the rule for setting a sensible one, including where an external market exists and where it does not; the main methods used in practice and when each is appropriate; the effect of transfer pricing on divisional autonomy, motivation and group profitability; and the ethics of the whole exercise.

2 What is a transfer price?

One recording covers this chapter, and it covers sections 2 to 9 in full — every one of Examples 1 to 8 is worked on tape, and every figure agrees with the printed answers and with this chapter.

Notice one. The tutor describes the two-part tariff as “the selling division charges one price, the buying division reports the cost as another price”. That is dual pricing. A two-part tariff is a variable charge per unit plus a periodic lump sum. Both are in section 9 below, correctly.

Notice two. He says of the rule in section 7 that “you've got space to fill it in”. That refers to the printed notes, where the rule was left blank for you to write in. Section 7 states the rule in full.

Notice three. Nothing on the tape covers section 10.2 (the tax effect, which he raises and then explicitly defers — “for the moment I'm not interested in tax implications”) or section 11 (the ethics of transfer pricing). Both are notes-only.

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The transfer price is the price at which one division of a company charges another division of the same company for goods or services supplied. It is an internal charge: the “sale” of one division is the “cost” of the other.

Key point

A transfer price divides profit between divisions. It cannot change the profit of the company as a whole, because the internal sale and the internal purchase cancel on consolidation. Every question in this chapter turns on that fact.

Division A produces goods and transfers them to Division B, which packs them and sells them to outside customers.

Division A has costs of $10 per unit and Division B has additional costs of $4 per unit. Division B sells the goods to external customers at a price of $20 per unit.

Assuming a transfer price between the divisions of $12 per unit, calculate:

  1. (a) the total profit per unit made by the company overall

  2. (b) the profit per unit made by each division

Show answerHide answer

(a) The company as a whole

$

$

Selling price

20

Costs — Division A

10

Costs — Division B

4

(14)

Profit per unit

6

(b) Each division separately

Division A $

Division B $

Selling price / transfer price received

12

20

Transfer price paid

—

(12)

Own costs

(10)

(4)

Profit per unit

2

4

The two divisional profits add back to the $6 the company makes. All the transfer price has done is decide how that $6 is split.

3 Why a transfer price is needed

A transfer price is needed when two conditions are both met: the organisation is structured into divisions whose results are measured separately, and those divisions trade with each other.

3.1 Internal trading

Internal trading is the supply of goods or services by one responsibility centre to another within the same organisation. Without a transfer price the supplying division records only costs and reports a permanent loss, while the receiving division earns revenue on goods that cost it nothing and reports a flattering profit. Neither figure measures anything. Returning to Example 1: with no transfer price Division A reports a loss of $10 per unit and Division B a profit of $16 — and the company still makes $6.

Division A will be reluctant to supply at all if every transfer is recorded as a loss-making sale. The problem becomes sharper still if A could sell the same goods on an external market instead.

3.2 Internal competition

Internal competition is what happens when divisions, given autonomy and measured separately, begin to compete with each other rather than with the outside world. It takes three common forms:

  • Competing over the transfer price itself. The supplying division wants it high, the receiving division wants it low, and every dollar one gains the other loses. The argument is about the division of a fixed sum, so it is zero-sum by construction.

  • Competing in the same external market. Two divisions can end up bidding against each other for the same customer, or a supplying division can find itself selling to its own internal customer's competitor.

  • Competing for scarce internal resources — capital, skilled staff, central specialists — which is dealt with by the capital budget (chapter 10) rather than by the transfer price.

Some internal competition is healthy: a division that must match an external market price has a real incentive to be efficient. It becomes destructive when it produces decisions that are good for one division and bad for the group, which is the subject of sections 5 and 6, or when managers stop sharing information with each other.

A further reason for taking the transfer price seriously is that where the divisions are in different countries the price determines where the group's profit is taxed. That is dealt with in section 10.2, and its ethical dimension in section 11.

4 Cost-plus transfer pricing

The commonest approach in practice is a group-wide policy: goods transferred between divisions are charged at the cost to the supplying division plus a fixed percentage. It is administratively simple, which is its whole attraction — one memo covers every product and every division.

Division A has costs of $15 per unit and transfers goods to Division B, which has additional costs of $5 per unit. Division B sells externally at $30 per unit.

The company has a policy of setting transfer prices at cost + 20%.

Calculate:

  1. (a) the transfer price

  2. (b) the profit made by the company overall

  3. (c) the profit reported by each division separately

Show answerHide answer

(a) Transfer price = $15 × 1.2 = $18 per unit.

(b) The company as a whole

$

$

Selling price

30

Costs — Division A

15

Costs — Division B

5

(20)

Profit per unit

10

(c) Each division separately

Division A $

Division B $

Selling price / transfer price received

18

30

Transfer price paid

—

(18)

Own costs

(15)

(5)

Profit per unit

3

7

$3 + $7 = $10, the company's profit, as it must.

4.1 Two problems with cost-plus

  1. It removes the supplying division's incentive to cut costs. The whole point of divisionalisation is to motivate managers to improve. Under a cost + 20% rule, Division A's profit is 20% of its own costs — so if A cuts its costs from $15 to $10, its profit falls from $3 to $2. The only way A can report more profit is to spend more. The measure instructs the manager to do the opposite of what the group wants.

  2. It can destroy goal congruence — section 5.

Which cost is used matters as well. Under full cost plus, the supplying division's fixed costs arrive in the buying division as an apparently variable cost per unit, and the buying division then makes decisions — accept an order, quote a price — using a marginal cost that is not the group's marginal cost at all.

5 Goal congruence

Each divisional manager has autonomy, so each decides for themselves whether a product is worth making or buying. (Assume throughout that each division makes a range of products, so that dropping one does not change its fixed costs.) A decision is goal congruent when the decision that is best for the division is also the decision that is best for the group.

Division A has costs of $20 per unit and transfers goods to Division B, which has additional costs of $8 per unit. Division B sells externally at $30 per unit.

The company has a policy of setting transfer prices at cost + 20%.

Calculate:

  1. (a) the transfer price

  2. (b) the profit made by the company overall

  3. (c) the profit reported by each division separately

(d) Determine the decisions that will be made by the managers and comment on whether goal congruent decisions will be made.

Show answerHide answer

(a) Transfer price = $20 × 1.2 = $24 per unit.

(b) The company as a whole

$

$

Selling price

30

Costs — Division A

20

Costs — Division B

8

(28)

Profit per unit

2

(c) Each division separately

Division A $

Division B $

Selling price / transfer price received

24

30

Transfer price paid

—

(24)

Own costs

(20)

(8)

Profit / (loss) per unit

4

(2)

$4 − $2 = $2, the company's profit, as it must.

(d) The decisions, and goal congruence

  • The product is profitable for the company: it earns $2 per unit of contribution towards fixed costs and profit. The company wants it made and sold.

  • Division A will produce it — A reports a profit of $4 per unit and is content.

  • Division B will refuse to buy it. B reports a loss of $2 per unit on it. Since B has other products to sell, B simply drops this one.

  • If B will not buy, A will not produce, and the company loses a profitable product. The decision is not goal congruent.

  • Note that the failure can occur at either end. Had the transfer price been set below A's cost of $20, A would have reported the loss and A would have refused; the outcome for the group would be the same.

The cause is the transfer price, not the product. Anything between $20 and $22 would have left both divisions in profit and both willing to trade — which is what section 6 works out.

The group cannot fix this by instruction. Telling A to produce and B to buy at a price that makes B report a loss removes the autonomy that made them divisions, and it demotivates the manager who is forced to trade in a loss-making product. Fix the price, not the manager.

6 Setting a sensible transfer price

In the examination you may be asked to select a sensible transfer price, or to give a range of acceptable prices. There is a rule, and it is stated in section 7 — but it is much easier to use once the logic behind it is clear, so the following four short examples build it up.

The method is always the same two questions. What is the least the supplying division will accept? and what is the most the receiving division will pay?

Division A has costs of $20 per unit and transfers goods to Division B, which has additional costs of $8 per unit. Division B sells externally at $30 per unit.

Determine a sensible range for the transfer price in order to achieve goal congruence.

Show answerHide answer

Division A will supply at any price that covers its own marginal cost, so the transfer price must be more than $20.

Division B earns $30 and incurs $8 of its own costs, so it will pay anything up to $30 − $8 = $22.

Sensible range: $20 to $22 per unit. Strictly the price must exceed $20 and be less than $22; anywhere in between, both managers are willing to trade and the group gets the product. Where in the range it falls decides only how the $2 is split, and the managers can be left to argue that out.

Two pieces of terminology from this example. A's $20 is its marginal cost — its fixed costs are not relevant, because they are incurred whether or not this product is made. B's $22 is its net marginal revenue: the final selling price less B's own marginal costs.

Division A has costs of $15 per unit and transfers goods to Division B, which has additional costs of $10 per unit. Division B sells externally at $35 per unit.

A can also sell part-finished units externally for $20 per unit. There is limited external demand for A's part-finished units, and A has unlimited production capacity.

Determine a sensible range for the transfer price in order to achieve goal congruence.

Show answerHide answer

Division A. A can satisfy the whole of its limited external demand and still make more units for B, because capacity is unlimited. Supplying B therefore costs A nothing in lost external sales. The minimum is A's marginal cost, $15.

It is tempting to answer $20 because A can sell outside at that price. That would be wrong here: A is not giving up an external sale by transferring, since it can make both. A will of course try to get $20 or more — but any price above $15 leaves A better off than not transferring, which is what fixes the minimum.

Division B. Net marginal revenue = $35 − $10 = $25.

Sensible range: $15 to $25 per unit.

Division A has costs of $15 per unit and transfers goods to Division B, which has additional costs of $10 per unit. Division B sells externally at $35 per unit.

A can also sell part-finished units externally for $20 per unit. This time there is unlimited external demand for A's part-finished units and A has limited production capacity.

Determine a sensible range for the transfer price in order to achieve goal congruence.

Show answerHide answer

Division A. Capacity is limited and external demand is unlimited, so every unit transferred to B is one fewer sold outside. Each external sale earns a contribution of $20 − $15 = $5, so that $5 is a contribution forgone — an opportunity cost — on every transferred unit.

Minimum = marginal cost $15 + contribution forgone $5 = $20, which in this case is the external market price. That is not a coincidence: where a perfectly competitive external market exists and the supplier is at capacity, the market price is marginal cost plus contribution forgone.

Division B. Net marginal revenue = $35 − $10 = $25, as before.

Sensible range: $20 to $25 per unit. And the group is right to want the transfer: selling part-finished earns the group $5 a unit, while selling through B earns $35 − $15 − $10 = $10 a unit.

Division A has costs of $8 per unit and transfers goods to Division B, which has additional costs of $4 per unit. Division B sells externally at $20 per unit.

Determine a sensible range for the transfer price in order to achieve goal congruence if Division B can buy the part-finished goods externally for:

  1. (a) $14 per unit

  2. (b) $18 per unit

Show answerHide answer

(a) External purchase price $14

Division A's minimum is its marginal cost, $8 (no capacity constraint is mentioned, so there is no contribution forgone).

Division B's net marginal revenue is $20 − $4 = $16, but B can buy the same input outside for $14. B will not pay A more than the price at which it can buy elsewhere, so the maximum is $14 — the lower of the two.

Sensible range: $8 to $14 per unit. And the group wants the internal transfer: buying inside costs the group $8 + $4 = $12 against $14 + $4 = $18 outside.

(b) External purchase price $18

A's minimum is unchanged at $8.

B's net marginal revenue is still $16. The external price of $18 is now above it, so B would never buy outside at all — paying $18 to earn $16 of net marginal revenue loses money. The binding maximum is the net marginal revenue, $16.

Sensible range: $8 to $16 per unit.

7 The rule for sensible transfer pricing

The four examples above give the rule. It has two halves, and they are set by different divisions.

7.1 Minimum transfer price — set by the transferring (supplying) division

Minimum = Marginal cost of the transferring division + Contribution forgone by transferring

The contribution forgone is an opportunity cost and it is zero unless the supplying division has limited capacity and could have sold the units elsewhere. Look for the capacity constraint first: no constraint, no lost contribution, and the minimum is simply marginal cost.

7.2 Maximum transfer price — set by the receiving (buying) division

Maximum = the lower of: net marginal revenue, and the external purchase price

Net marginal revenue = Final selling price − Buying division's own marginal costs

The external purchase price applies only if the buying division can in fact buy the intermediate product outside. If it cannot, the maximum is the net marginal revenue.

The sensible range for a transfer priceA refuses to sell(loss-making)B refuses to buy(loss-making)goal-congruent rangetransfer priceMINIMUMmarginal cost of thetransferring division+ contribution forgoneMAXIMUMlower of: net marginalrevenue, and anyexternal purchase priceIf the minimum exceeds the maximum, no transfer price works — do not transfer.

Fixed costs are irrelevant

Throughout the rule we assume that both divisions make many products, so that discontinuing one changes no fixed cost. Only marginal costs enter the calculation.

Any price inside the range produces goal congruence, and where inside it falls decides only how the group's profit is divided between the two divisions — which is a matter for negotiation, or for head office to settle if the managers cannot. If the minimum exceeds the maximum there is no goal-congruent transfer price, and that is itself the answer: the transfer destroys value and should not take place. The buying division should source outside, or the product should not be made.

8 Capacity limitations and opportunity cost

Where the supplying division's capacity is limited and it makes more than one product, the contribution forgone is not simply the contribution on the transferred product. It is the contribution on the best alternative use of the scarce resource, which is found in the usual way: contribution per unit of the limiting factor.

Division A is capable of making two products, X and Y, and can sell both externally as follows:

X $

Y $

External selling price

80

100

Variable costs

(60)

(70)

Contribution per unit

20

30

Division A has limited labour available. The labour hours required are X: 5 hours per unit; Y: 10 hours per unit. There is unlimited external demand for both products.

Division B requires product Y from Division A.

Calculate the minimum transfer price that should be charged by A for the supply of product Y to Division B.

Show answerHide answer

Labour is the limiting factor, so rank the two products by contribution per labour hour:

X

Y

Contribution per unit

$20

$30

Labour hours per unit

5

10

Contribution per labour hour

$4.00

$3.00

Ranking

1st

2nd

If there were no transfers, Division A would use all of its labour making X, earning $4 per labour hour — external demand is unlimited, so A can sell every unit it makes. Y is the more profitable per unit and the less profitable per hour, and it is hours that are scarce.

Every unit of Y made for Division B uses 10 labour hours, and each of those hours could have earned $4 making X. So:

$

Marginal cost of Y

70

Contribution forgone: 10 hours × $4

40

Minimum transfer price per unit

110

Minimum transfer price = $110 per unit. Note that this is higher than Y's own external price of $100: Division A would rather sell Y outside at $100 than transfer it for less than $110, and rather make X than do either.

9 Types of transfer price and when to use them

The syllabus asks for transfer pricing where markets exist and where no market exists, and for the types of transfer price and when each is used. The two questions are the same question, because the presence of an external market for the intermediate product is what decides the method.

9.1 Where an external market exists

The market price is the natural transfer price, and where the market is competitive and the supplying division is operating at capacity it is also the theoretically correct one — as Example 6 showed, market price there equals marginal cost plus contribution forgone.

  • It encourages efficiency: each division has to compete with the outside world rather than with a formula.

  • It is objective, so it is harder to argue about, and it is the basis tax authorities expect (section 10.2).

  • But there is rarely one market price — prices vary by quantity, contract and time, and quoted prices fluctuate; and where the supplying division has spare capacity the market price is too high, because there is then no contribution forgone and the group would want a transfer at any price above marginal cost. An adjusted market price — market price less the selling, delivery and credit costs avoided on an internal sale — answers part of this.

9.2 Where no external market exists

Without a market price the price has to be built from cost, and the choice is then between the following.

Method

How it works

When to use it, and what to watch

Marginal cost

Transfer at the supplying division's marginal cost.

Theoretically correct where there is spare capacity, and it leads the buying division to the right decision because its marginal cost is then the group's. But the supplying division makes no profit at all on the transfer, so it has no motivation and cannot be appraised as a profit centre.

Marginal cost plus a fixed lump sum (two-part tariff)

A per-unit charge at marginal cost, plus a periodic lump sum negotiated to contribute to the supplying division's fixed costs and profit.

The best of both: the buying division's per-unit decisions are made on the group's marginal cost, and the supplying division still earns a return. Watch: the lump sum has to be negotiated, and it is negotiated between managers whose bonuses it affects.

Full cost

Transfer at full absorption cost, with no mark-up.

Easy where a standard absorption cost already exists. The supplying division makes no profit, and the buying division treats the supplier's fixed costs as variable — so it may reject work that is profitable for the group.

Full cost plus

Full absorption cost plus a mark-up for profit.

The commonest method in practice and the easiest to administer. Both problems of section 4.1 apply: no incentive to cut costs, and a real risk of dysfunctional decisions.

Standard cost rather than actual cost

Whichever cost basis is used, use the STANDARD cost, not the actual.

This is important and is often the mark. Transferring at actual cost passes the supplying division's inefficiency straight on to the buyer, who cannot control it — and removes the supplier's incentive to be efficient.

Negotiated

The two managers agree a price, usually within a range set by head office.

Preserves autonomy and can reach a sensible answer. But it consumes management time, the outcome depends on relative bargaining strength rather than on economics, and it can sour relations between divisions.

Dual pricing

The supplying division records the transfer at one (higher) price and the buying division records it at another (lower) price; the difference is written off centrally as a head office adjustment.

Used when no single price is acceptable to both. It buys goal congruence at both ends — each manager sees a price that motivates the right decision — at the cost of divisional results that do not add up to the group's, an accounting adjustment to explain, and a reduced incentive on both managers to negotiate at all.

10 Effects of transfer pricing

10.1 On autonomy, motivation and divisional profitability

Effect

What happens

On autonomy

A transfer price imposed centrally, or a policy that obliges divisions to trade internally, reduces autonomy to a formality — the manager is accountable for a result produced by someone else's decision. A negotiated price within a head-office range preserves autonomy; a dictated price does not.

On motivation

The transfer price moves profit, and profit is what the manager is rewarded on. A price at marginal cost or full cost leaves the supplying manager with nothing to show for the work. A price that makes the buying division report a loss (Example 3) leaves that manager unwilling to trade.

On divisional profitability

Entirely determined by the transfer price, which is why divisional results must never be compared without asking how their internal trade was priced. A division can be made to look excellent or hopeless by a decision taken at head office.

On group profitability

Not at all — EXCEPT through two channels: the DECISIONS the price causes managers to take (Example 3, where the group lost a profitable product), and TAX (section 10.2).

10.2 On group profitability where tax jurisdictions differ

Where the two divisions are in different countries, the transfer price decides how much of the group's profit is earned — and therefore taxed — in each. The group's pre-tax profit is unaffected; its post-tax profit is not.

Division A is in a country where profits are taxed at 25%. It makes a component at a marginal cost of $40 per unit and transfers it to Division B, in a country where profits are taxed at 40%. Division B incurs further costs of $20 per unit and sells the finished product externally at $100 per unit.

For transfer prices of $50 and $70 per unit, calculate:

  1. (a) the group's profit before tax per unit

  2. (b) the group's profit after tax per unit

(c) Comment on your results.

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(a) Group profit before tax

$100 − $40 − $20 = $40 per unit at either transfer price. The internal sale and the internal purchase cancel, so the transfer price cannot change it.

(b) Group profit after tax

Transfer price $50

Transfer price $70

Division A profit (TP − 40)

10

30

Tax at 25%

(2.5)

(7.5)

Division B profit (100 − TP − 20)

30

10

Tax at 40%

(12.0)

(4.0)

Total tax

(14.5)

(11.5)

Group profit after tax

25.5

28.5

(c) Comment

  • Raising the transfer price from $50 to $70 moves $20 per unit of profit out of the 40% jurisdiction and into the 25% one, saving $3 per unit of tax (20 × 15%) and raising post-tax group profit by the same $3.

  • Nothing real has changed. The same units are made in the same places at the same costs and sold to the same customers for the same price.

  • That is exactly why tax authorities do not accept a transfer price chosen for this reason. The OECD's Transfer Pricing Guidelines require the arm's length principle — the price that independent parties would have agreed — and large groups must report profit, tax and activity country by country. A price outside the defensible range invites adjustment, interest and penalties in one country without relief in the other, so the group can end up taxed twice on the same profit.

  • And it distorts the internal measure. If $70 is not the goal-congruent price, using it for tax purposes makes Division B's results look bad for a reason that has nothing to do with Division B. This is one of the strongest arguments for dual pricing (section 9.2): one price for the tax computation and another for performance measurement.

11 The use and ethics of transfer pricing

Transfer pricing is one of the few places in management accounting where the same number serves two masters — it measures divisional performance and it determines where profit is taxed — and where the accountant setting it is often the person whose own division gains or loses by the choice. That is what makes it an ethical topic and not only a technical one.

11.1 Ethical issues inside the group

  • Manipulating divisional results. A transfer price can be moved to flatter one division, to protect a manager's bonus, to make a division look worth keeping, or to make one look worth closing. The figures are not false; the comparison they support is.

  • Inflating cost under a cost-plus policy. Where the price is cost + x%, the supplying division has a direct financial interest in its own costs being high, and in how they are measured. Standard rather than actual cost (section 9.2) removes most of that opportunity.

  • Autonomy in name only. Requiring divisions to trade internally at a price they had no part in setting, and then holding their managers responsible for the result, is not fair even where it is efficient.

  • Selective disclosure. Presenting a divisional performance report without disclosing the transfer pricing policy behind it leaves the reader unable to interpret it.

11.2 Ethical issues outside the group

The external issue is profit shifting: setting transfer prices so that profit arises in low-tax jurisdictions. The technical boundary is the arm's length principle — the price independent parties would have agreed — and the boundary in law is between:

  1. Tax planning — arranging genuine commercial activity, and pricing it defensibly, so that no more tax is paid than is due. Legitimate.

  2. Tax avoidance — arrangements within the letter of the law but outside its purpose. Lawful, and increasingly challenged; and legality is not the same as acceptability. A group whose arrangements become public may lose more in reputation and customer goodwill than it saved in tax.

  3. Tax evasion — misrepresenting the facts. Illegal, and no accountant may take part in it.

11.3 Applying the Code's fundamental principles

Principle

What it requires here

Integrity

Do not present a transfer price as arm's length when it was not set on that basis, and do not present divisional results without the policy needed to read them.

Objectivity

Do not let the effect on your own division's reported profit, or on your own bonus, decide the price you recommend. This is the self-interest threat in its clearest form.

Professional competence and due care

Know the transfer pricing rules of every jurisdiction the group operates in, and take specialist advice where you do not. Competence is not optional in an area where the penalties fall on the group.

Confidentiality

Divisional cost data obtained in setting a price is not to be used for any other purpose, and not passed to a division that competes externally with its source.

Professional behaviour

Avoid any arrangement that would discredit the profession if it became public — which is a usefully practical test to apply before recommending a price.

Where a management accountant is pressed to set a transfer price they believe cannot be justified, the response is the standard one: establish the facts, raise it with the appropriate level of management, use the employer's own ethics and grievance procedures, take confidential advice from the professional body, and document each step. If the matter cannot be resolved, the accountant must not be associated with the information — which may in the last resort mean resigning.

A transfer price splits profit between divisions and cannot change group profit — except through the decisions it causes and through tax. Cost-plus is simple and has two faults: it gives the supplier no reason to cut costs, and it can make a group-profitable product loss-making for one division, which then refuses to trade. The rule: the minimum is the supplying division's marginal cost plus any contribution forgone (zero unless capacity is limited); the maximum is the lower of the buying division's net marginal revenue and any external purchase price. Any price in between is goal congruent; if the minimum exceeds the maximum, do not transfer. Where a competitive market exists use market price; where none exists, marginal cost plus a lump sum is the best-motivated method and standard cost must always be used rather than actual. Across borders the price decides where profit is taxed, which is why the arm's length principle and the Code's fundamental principles both bear on it.

12 Test your knowledge

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

Practice questions

Transfer Pricing

12 questions

Answer the questions one at a time. Your progress is saved so you can leave and come back.

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