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Performance Management · Divisional performance and transfer pricing

Optimal Transfer Price Calculations for ACCA PM

Updated 11 October 2026 · Fact-checked

The optimal transfer price sits between a minimum and a maximum. Minimum = marginal cost of the supplying division + opportunity cost to the group of making the transfer. Maximum = the lower of the buying division's net marginal revenue and its external buying price. Spare capacity means no opportunity cost.

Understand Optimal Transfer Price Calculations

A transfer price is the price one division charges another for goods or services inside the same group. The goal is a price that leads each division manager to make the decision that is best for the whole group. This is called goal congruence.

Think of it from both sides. The selling division will not accept a price that leaves the group worse off than not transferring. The buying division will not pay more than the transferred item is worth to it. So there is a range. The minimum transfer price is set by the seller. The maximum transfer price is set by the buyer.

The minimum price is built from two parts. The first is the marginal cost of the item: the extra cost of making it, usually variable cost. The second is the opportunity cost: the contribution the group gives up because of the transfer. If the seller has spare capacity, nothing is given up, so opportunity cost is zero. If the seller is at full capacity, each unit transferred replaces a unit sold elsewhere. The lost contribution from that outside sale is the opportunity cost.

The maximum price is what the item is worth to the buyer. This is the lower of two figures. One is the net marginal revenue: the buyer's final selling price less its own further processing costs. The other is the price at which the buyer could buy an equivalent item on the outside market. The buyer would not pay more than either.

If an intermediate market exists at a perfectly competitive price, the market price is normally the best transfer price. Where there is a limited external market or an imperfect one, you work out the range. If the minimum is above the maximum, the transfer should not take place from a group point of view.

Key rules to remember

Minimum transfer price
Minimum = marginal cost of the seller + opportunity cost to the group
Opportunity cost is the contribution lost on other uses of the resource, such as outside sales.
Minimum price with spare capacity
Minimum = marginal cost per unit
No outside sales are lost, so opportunity cost is nil. Fixed costs are not relevant.
Minimum price at full capacity with an external market
Minimum = marginal cost + contribution lost per unit on external sale = external market price (less any saved selling costs)
Where the item is sold externally at the same cost, this reduces to the market price net of costs saved on internal sales.
Minimum price with a limited key resource
Minimum = marginal cost + (contribution per unit of scarce resource forgone × scarce resource used per unit)
Use when production of other products is given up to make the transferred item.
Maximum transfer price
Maximum = lower of (net marginal revenue of the buyer) and (external purchase price of an equivalent item)
Net marginal revenue = final selling price less the buyer's further marginal costs.
Acceptable range
Transfer is worthwhile for the group if minimum ≤ maximum
Any price within the range is acceptable to both divisions in theory. Negotiation decides the point within it.

How to solve Optimal Transfer Price Calculations questions

Use the same sequence for any optimal transfer price question. Do the seller first, then the buyer, then compare.

  1. 1Identify the seller and the buyer, and the quantity the buyer wants to transfer.
  2. 2Find the seller's marginal cost per unit. Use variable cost only. Ignore fixed overhead unless it is clearly incremental.
  3. 3Check the seller's capacity. If there is spare capacity for the whole transfer, opportunity cost is zero.
  4. 4If capacity is limited, work out what the seller gives up per unit transferred. This is usually the contribution on lost external sales, or on another product if a scarce resource is shared.
  5. 5Add marginal cost and opportunity cost to get the minimum transfer price per unit.
  6. 6Find the buyer's maximum: net marginal revenue (selling price less the buyer's own further costs) and the external purchase price. Take the lower.
  7. 7Compare the two figures. State the range, say whether transfer benefits the group, and comment on any behavioural issue such as a division refusing to trade.

Quickest way: Three-line check for the range

When to use it: Use for Section A or B objective questions asking for a minimum or maximum price, where time is tight.

  1. Ask: does the seller have spare capacity? If yes, minimum = variable cost per unit. Stop.
  2. If no, minimum = variable cost + lost contribution per unit. For a full-capacity seller with a market, this is the outside net price.
  3. For maximum, write down selling price minus buyer's further costs, then compare with the outside buying price. Pick the lower.
  4. If the question mentions a partial spare capacity, split it: spare units at marginal cost, the rest at marginal cost plus opportunity cost.

Common mistakes in Optimal Transfer Price Calculations

  • Including fixed costs in the minimum transfer price when there is spare capacity.

    Students use full cost because it is the figure given first in the data.

    Fix: Fixed costs are not incremental. With spare capacity use variable cost only, unless the question says fixed costs will rise.

  • Forgetting opportunity cost when the seller is at full capacity.

    Students stop after calculating marginal cost.

    Fix: Always ask the capacity question first. At full capacity, add the contribution lost on external sales.

  • Double counting by adding the lost selling price and the marginal cost.

    Opportunity cost is confused with lost revenue.

    Fix: Opportunity cost is lost contribution (selling price less variable cost). Marginal cost plus lost contribution equals the lost selling price, net of any costs saved.

  • Using the buyer's final selling price as the maximum price.

    Students forget that the buyer has further processing costs.

    Fix: Deduct the buyer's further marginal costs to reach net marginal revenue.

  • Ignoring the external purchase price when finding the maximum.

    The question gives the net marginal revenue first and it looks complete.

    Fix: Check whether the buyer could buy the item outside. The maximum is the lower of the two figures.

  • Treating partial spare capacity as all or nothing.

    Students apply one rule to all units.

    Fix: Work out the units that use spare capacity and the units that displace other sales. Calculate a price for each, or the total relevant cost for the transfer.

Worked examples

Example 1

Division A makes component X. Variable cost is ₹40 per unit. External price is ₹70 per unit, with selling costs of ₹5 per unit that would be saved on internal sales. A has capacity for 10,000 units a year and external demand is 10,000 units. Division B wants 2,000 units. B would use X in a product selling for ₹95, with other variable costs of ₹30 per unit. B could buy a similar component outside for ₹68. Find the range for the transfer price per unit.

Show the solution
  1. A is at full capacity, so each unit transferred displaces an external sale.
  2. Marginal cost = ₹40.
  3. Contribution lost per unit on the external sale = ₹70 − ₹5 − ₹40 = ₹25.
  4. Minimum = ₹40 + ₹25 = ₹65 per unit. This is the external price ₹70 less the ₹5 saved.
  5. Net marginal revenue for B = ₹95 − ₹30 = ₹65.
  6. External purchase price = ₹68.
  7. Maximum = lower of ₹65 and ₹68 = ₹65.
  8. Minimum ₹65 = maximum ₹65.

Answer: The only acceptable price is ₹65 per unit. The group is indifferent between transferring and not. Any difference in profit would come from other factors.

Example 2

Division P makes a part at a variable cost of ₹12 per unit using 2 machine hours per unit. Machine hours are limited. P also makes product Q, which sells for ₹50 with variable cost ₹26 and uses 3 machine hours per unit. Q has unlimited demand. Division R wants part units from P. R's net marginal revenue per unit is ₹30 and R can buy externally at ₹32. Find the minimum and maximum transfer prices per unit and advise whether to transfer.

Show the solution
  1. Machine hours are limited, so each part made uses hours that could make Q.
  2. Contribution per unit of Q = ₹50 − ₹26 = ₹24.
  3. Contribution per machine hour of Q = ₹24 ÷ 3 = ₹8.
  4. Each part uses 2 hours, so opportunity cost = 2 × ₹8 = ₹16 per unit.
  5. Minimum = ₹12 + ₹16 = ₹28 per unit.
  6. Maximum = lower of net marginal revenue ₹30 and external price ₹32 = ₹30.
  7. Range is ₹28 to ₹30. Minimum is below maximum, so transfer benefits the group by ₹2 per unit.

Answer: Minimum ₹28, maximum ₹30 per unit. Transfer should go ahead, at a price between ₹28 and ₹30. The group gains ₹2 per unit.

Exam tips

  • Read the capacity wording carefully. Spare capacity, full capacity and limited resources lead to different minimum prices.
  • Show the opportunity cost as a separate line. In constructed response answers, marks are given for the method even if the final figure is wrong.
  • In objective questions, check whether the question asks for the minimum or maximum and whether it asks per unit or in total.
  • Add a short comment on behaviour: a manager may refuse a transfer that benefits the group if the price hurts the division's profit measure.
  • If the minimum exceeds the maximum, say the transfer should not take place. Do not force a price.

Practice questions from Divisional performance and transfer pricing

Optimal Transfer Price Calculations: frequently asked questions

How do I calculate the minimum transfer price in ACCA PM?

Add the seller's marginal cost per unit to the opportunity cost per unit. If the seller has spare capacity, opportunity cost is zero. If capacity is limited, opportunity cost is the contribution lost on other sales or products.

What is the maximum transfer price?

It is the lower of the buying division's net marginal revenue and the price it would pay outside for an equivalent item. Net marginal revenue is the final selling price less the buyer's own further costs.

What price should be used if there is a perfectly competitive intermediate market?

The market price is normally the best transfer price. The seller can sell all it wants at that price and the buyer can buy at it, so neither is worse off. Adjust for any selling costs saved on internal sales.

Should fixed costs be included in the transfer price?

Not in the minimum price used for the optimal decision, unless the transfer causes fixed costs to rise. Fixed costs are not relevant to the group's decision. Full cost may be used in practice, but it can lead to poor decisions.