Management Accounting · Responsibility Accounting
Transfer Pricing Methods and Minimum Transfer Price
Updated 10 October 2026 · Fact-checked
Transfer pricing is the price at which one division of a company sells goods or services to another division. Methods are market-based, cost-based (full cost, cost-plus, variable cost) and negotiated. To solve a question, find the minimum price for the seller and the maximum for the buyer, then check that the price lies between them.
Understand Transfer Pricing
A large company is often split into divisions. When Division A makes a component and Division B uses it, A is "selling" to B inside the company. The price used for this internal sale is the transfer price. It is a revenue for the selling division and a cost for the buying division. For the company as a whole it nets to zero, but it changes how profit is split between divisions.
This split matters because divisional managers are judged on divisional profit, ROI or residual income. A high transfer price lifts the seller's profit and cuts the buyer's profit. So the price affects behaviour. Managers may refuse an internal deal that is good for the company if it looks bad for their own division.
The main objectives of a transfer pricing policy are: goal congruence (divisional decisions help the whole company), fair measurement of divisional performance, preserving divisional autonomy, and sometimes tax or other considerations for the group.
The main methods are:
- Market-based: use the external market price (sometimes adjusted for savings such as selling and packing costs not incurred on internal sales). It works best when a competitive market exists for the item.
- Cost-based: use full cost, full cost plus a mark-up, or variable (marginal) cost. It is simple, but it can pass on the seller's inefficiency and may give poor decisions.
- Negotiated: the two divisions bargain. The result should lie between the seller's minimum and the buyer's maximum price.
The key decision rule is the minimum transfer price. The seller should not accept less than its marginal cost plus the contribution it gives up by selling internally (the opportunity cost). If the seller has spare capacity, there is no lost contribution, so the minimum is the marginal cost. If it is at full capacity and could sell outside, the minimum is generally the market price (less any saving on internal sales).
Key rules to remember
- Minimum transfer price (seller)
- Minimum price = Marginal (variable) cost per unit + Opportunity cost per unit
- Opportunity cost is the contribution lost on external sales given up because of the internal transfer. It is zero when there is spare capacity.
- Minimum price with spare capacity
- Minimum price = Variable cost per unit
- Use this when the seller can supply the buyer without giving up any outside sales.
- Minimum price at full capacity
- Minimum price = Variable cost + Contribution lost per unit = External selling price (adjusted for savings)
- If the seller can sell every unit outside, the contribution lost equals the external price less variable cost. Reduce for any cost saved on internal sales.
- Maximum transfer price (buyer)
- Maximum price = Lower of (external purchase price of the same item, net benefit per unit to the buyer from the item)
- The buyer will not pay more than it would pay outside, or more than the item adds to its own contribution.
- Acceptable range
- Seller's minimum ≤ Transfer price ≤ Buyer's maximum
- If the minimum exceeds the maximum, the internal transfer is not worthwhile for the company.
- Cost-plus price
- Transfer price = Cost per unit + Mark-up % × Cost per unit
- State clearly whether the cost is full cost or variable cost.
How to solve Transfer Pricing questions
Use this order for any transfer pricing numerical. It keeps the logic clear and earns step marks.
- 1Read the question and note the seller's capacity, current sales, external price and cost data. Note what the buyer can do (buy outside or not).
- 2Work out the seller's variable cost per unit and its contribution per unit on external sales.
- 3Decide if the seller has spare capacity. If yes, opportunity cost is zero. If no, opportunity cost is the contribution lost on each unit diverted.
- 4Calculate the seller's minimum transfer price = variable cost + opportunity cost (adjust for any cost saved on internal sales).
- 5Calculate the buyer's maximum price from the outside purchase price or the net benefit per unit.
- 6Compare the two. If minimum is below maximum, a price in between suits both and the company. Otherwise, advise buying or selling outside.
- 7State the recommendation clearly and comment on behavioural effects, such as autonomy or the fairness of the divisional profit split.
Quickest way: Capacity check, then floor and ceiling
When to use it: Use this for short numerical questions and MCQs asking for the minimum or the acceptable transfer price.
- Ask one question first: is there spare capacity?
- If yes, minimum = variable cost per unit.
- If no, minimum = variable cost + contribution lost = outside price (less any saving).
- If only part of the transfer displaces outside sales, take a weighted figure or deal with the displaced units separately.
- Set the ceiling at the buyer's outside price or the net benefit per unit.
- Pick an answer between the floor and the ceiling.
Common mistakes in Transfer Pricing
Using full cost as the minimum price when there is spare capacity.
Students think the seller must recover fixed costs on every unit.
Fix: Fixed costs are already incurred. With spare capacity, only the variable cost is relevant, so the minimum is variable cost per unit.
Forgetting the opportunity cost at full capacity.
Students stop at variable cost because it is the first number they calculate.
Fix: Always ask whether the transfer displaces outside sales. If it does, add the lost contribution per unit.
Ignoring cost savings on internal sales.
The market price is used directly without reading the note on selling or packing costs.
Fix: Deduct costs such as selling expenses, commission or delivery that the seller avoids on internal sales.
Saying transfer pricing changes total company profit.
Students see profit moving between divisions and assume it is created or lost.
Fix: The price only shifts profit between divisions. Company profit changes only through the decision to transfer or not (and possibly tax effects).
Giving a single figure when a range is the correct answer.
Students assume negotiation has one answer.
Fix: State the minimum and maximum and say any price in between is acceptable, then comment on how the gain is shared.
Skipping the behavioural comment.
Students treat the topic as pure arithmetic.
Fix: Add one or two lines on goal congruence, autonomy and divisional performance. Written answers often reward this.
Worked examples
Example 1
Division X makes a component with a variable cost of ₹40 per unit. Fixed cost is ₹10 per unit at normal output. Division X has spare capacity and can supply Division Y. Y can buy the same component outside for ₹60. Find the acceptable transfer price range and advise.
Show the solution
- X has spare capacity, so its opportunity cost is zero.
- Minimum price for X = variable cost = ₹40 per unit.
- Maximum price for Y = outside purchase price = ₹60 per unit.
- The range is ₹40 to ₹60. Minimum is below maximum, so an internal transfer is worthwhile.
- Company gain per unit from transferring internally = ₹60 − ₹40 = ₹20, because the company avoids buying at ₹60 and spends only ₹40 of variable cost.
Answer: Acceptable range is ₹40 to ₹60 per unit. Transfer internally. Any price in the range works. A price near ₹50 splits the ₹20 gain evenly between the divisions.
Example 2
Division P makes an item that sells externally at ₹120 per unit. Variable cost is ₹70 per unit, which includes selling and delivery cost of ₹8 per unit that is not incurred on internal sales. P works at full capacity and can sell all output outside. Division Q wants to buy 1,000 units. Q can buy a similar item from outside at ₹118 per unit delivered. Find P's minimum price and decide whether Q should buy from P.
Show the solution
- The ₹70 variable cost includes the ₹8 selling and delivery cost. On an internal sale P avoids this ₹8.
- Variable cost on an internal sale = ₹70 − ₹8 = ₹62 per unit.
- Contribution lost per unit on external sales if P diverts a unit = ₹120 − ₹70 = ₹50.
- Minimum price = variable cost on internal sale + contribution lost = ₹62 + ₹50 = ₹112 per unit.
- Check: this equals the market price less the saving, ₹120 − ₹8 = ₹112.
- Maximum price for Q = outside price = ₹118.
- The range is ₹112 to ₹118. Minimum is below maximum, so internal transfer is better for the company.
Answer: P's minimum price is ₹112 per unit and Q's maximum is ₹118, so Q should buy from P at a price between ₹112 and ₹118. The company gains ₹6 per unit, or ₹6,000 on 1,000 units.
Exam tips
- Read the capacity line first. Spare capacity versus full capacity decides the whole answer.
- Write the minimum and maximum prices as two labelled lines. This gets step marks even if the final recommendation is off.
- In MCQs, watch for options built from full cost or from forgetting the opportunity cost. These are the usual wrong answers.
- In written answers, add a short comment on goal congruence, divisional autonomy and fairness of performance measures.
- Link the answer to ROI or residual income when the question mentions divisional performance.
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Transfer Pricing in other exams
The same ground in other exams, if you are preparing for more than one or want another angle on it.
Transfer Pricing: frequently asked questions
What are the main methods of transfer pricing?
The main methods are market-based, cost-based and negotiated pricing. Cost-based pricing includes full cost, cost-plus and variable cost. Choose the method by looking at whether a competitive market exists and whether there is spare capacity.
How do you calculate the minimum transfer price?
Add the seller's variable cost per unit to the opportunity cost per unit. Opportunity cost is the contribution lost on outside sales that are given up. With spare capacity it is zero, so the minimum is just the variable cost.
Market price or cost-plus: which is better?
Market price is usually better when a competitive outside market exists, because it supports fair performance measurement and goal congruence. Cost-plus is simple but can pass on inefficiency and may lead to poor decisions. Cost-plus is often used when no market price exists.
Why does transfer pricing matter for divisional performance?
The transfer price is revenue for the seller and cost for the buyer, so it changes each division's profit, ROI and residual income. Company profit is not changed by the price itself. An unfair price can push managers to make choices that harm the company.