International Business Negotiation

Chapter 2
Negotiation Theories and Core Models

Bachelors Program in International Business
International Business Negotiation   •   Bachelor

Negotiation Theories and Core Models

Introduction

International business negotiation is a structured process through which parties with partly conflicting and partly compatible interests seek an acceptable agreement. A multinational buyer and an overseas supplier may disagree over price while sharing interests in quality, continuity, innovation and regulatory compliance. Negotiation is therefore rarely purely competitive or purely cooperative.

This chapter develops six complementary perspectives: distributive bargaining, integrative negotiation, mixed-motive analysis, behavioral theory, game theory and principal–agent theory. It also explains the practical use of BATNA, WATNA, reservation values, ZOPA, anchoring, bargaining surplus and Pareto efficiency.

No single model fully captures an international negotiation. Economic models clarify incentives and feasible agreements; behavioral models explain departures from strict rationality; agency theory reveals hidden-information and implementation risks. Skilled negotiators combine these perspectives rather than treating them as mutually exclusive.

Learning Objectives

After studying this chapter, students should be able to:

  1. Distinguish distributive, integrative and mixed-motive negotiations.
  2. Calculate reservation values, ZOPA and bargaining surplus.
  3. Evaluate BATNA and WATNA without confusing them with preferred outcomes.
  4. explain anchoring, framing, loss aversion and other behavioral influences.
  5. Identify dominant strategies, best responses and Nash equilibria in bargaining-related games.
  6. Distinguish pure-strategy from mixed-strategy equilibrium.
  7. Apply principal–agent theory to international contracts.
  8. Assess whether an outcome is Pareto efficient.
  9. Design negotiation processes that create value while protecting against exploitation.

1. Negotiation as Interdependence

Negotiation becomes relevant when parties are interdependent: neither can obtain its preferred outcome entirely through unilateral action. Three elements define the basic structure:

  • Interests: underlying economic, operational, relational or political concerns.
  • Positions: stated demands, such as “the price must not exceed €48 per unit.”
  • Alternatives: actions available if no agreement is reached.

Positions should not be confused with interests. A distributor demanding territorial exclusivity may actually be concerned about recovering its market-development investment. Alternative arrangements—such as performance-based exclusivity—may satisfy that interest without granting permanent control.

International negotiations add complexity through cultural differences, exchange-rate exposure, legal pluralism, sanctions, tariffs, political risk, language and distance. A favorable headline price may be offset by currency volatility, weak enforcement or expensive logistics. Reservation values must therefore reflect the complete economic package rather than price alone.

2. Distributive Bargaining

2.1 The fixed-surplus conception

Distributive bargaining concerns the allocation of a limited or apparently fixed amount of value. A single-issue price negotiation is the standard example: a higher price benefits the seller and harms the buyer, other conditions remaining unchanged.

Typical distributive tactics include:

  • ambitious opening offers;
  • selective disclosure of limits;
  • planned concessions;
  • deadlines and credible commitments;
  • use of objective benchmarks;
  • strengthening alternatives before bargaining.

Distributive bargaining does not necessarily imply hostility or deception. It describes the structure of the issue, not the ethics of the participants.

2.2 BATNA, WATNA and reservation value

The best alternative to a negotiated agreement (BATNA) is the most attractive course of action available if the current negotiation fails. A BATNA must be actionable, not merely desirable. “Find a cheaper supplier” is not a reliable BATNA unless an alternative supplier can realistically satisfy cost, quality, volume and timing requirements.

The worst alternative to a negotiated agreement (WATNA) is the least favorable plausible consequence of non-agreement. It is useful for stress testing, contingency planning and risk assessment. It should not automatically determine the negotiator’s reservation value because rational decisions normally compare an agreement with the best available alternative, adjusted for relevant risk and uncertainty.

A reservation value is the least favorable agreement a party is willing to accept. For a buyer negotiating only price, it is normally the maximum acceptable price. For a seller, it is the minimum acceptable price. It should incorporate the economic value of the BATNA, switching costs, delay, risk, tax, currency effects and other relevant consequences.

2.3 ZOPA and bargaining surplus

Suppose the buyer’s reservation price is RB and the seller’s reservation price is RS, measured in the same currency, for the same quantity and contractual scope, and at the same valuation date. A positive zone of possible agreement (ZOPA) exists when RB \ge RS.

The monetary bargaining surplus is:

S = RB - RS

where:

  • S = bargaining surplus, in currency units;
  • RB = buyer’s maximum acceptable price;
  • RS = seller’s minimum acceptable price.

If S > 0, mutually beneficial prices exist. If S = 0, only one price lies in the ZOPA. If S < 0, no price-only agreement is mutually acceptable under the current assumptions.

Reservation prices and zone of possible agreement ZOPA Seller minimum R_S Buyer maximum R_B Lower price Higher price Price
Reservation prices and zone of possible agreement
Figure: Reservation prices and zone of possible agreement

Figure: A positive ZOPA extends from the seller’s minimum acceptable price to the buyer’s maximum acceptable price.

Worked Example: Calculating the ZOPA

An importer can purchase equivalent components from another supplier for €560,000, including inspection and transport. Switching would cause a delay valued at €25,000. The importer’s economically equivalent BATNA therefore costs €585,000. This becomes its maximum reservation price for a package offering comparable timing and quality.

The seller can redirect capacity to another customer and earn a contribution valued at €510,000, but avoiding that alternative would save €10,000 in retooling costs. Its minimum acceptable price for the current deal is therefore €500,000.

Thus:

S = €585{,}000 - €500{,}000 = €85{,}000

The price-based ZOPA is €500,000 to €585,000. A price of €540,000 gives the seller €40,000 above its reservation value and the buyer €45,000 below its maximum. These gains sum to the €85,000 bargaining surplus.

This calculation assumes that all non-price terms are economically equivalent. If warranty, delivery or payment terms differ, their values must also be included.

3. Integrative Negotiation

Integrative negotiation seeks to increase total value before determining its allocation. It is possible when parties value issues differently, can reduce joint costs, face different risk tolerances or can create benefits through coordination.

Common value-creation mechanisms include:

  1. Differences in priorities: One party values rapid delivery while the other values contract length.
  2. Differences in forecasts: Contingent agreements can link payments to future sales or market prices.
  3. Differences in risk tolerance: Risk may be allocated to the party better able to manage or absorb it.
  4. Economies of scale or scope: Longer commitments may justify dedicated capacity or joint distribution.
  5. Non-competing capabilities: Technology, local knowledge and customer access can be combined.

3.1 From positions to interests

An effective integrative process normally involves:

  • identifying underlying interests;
  • adding negotiable issues;
  • exchanging information gradually and reciprocally;
  • developing multiple package offers;
  • comparing packages using explicit criteria;
  • separating value creation from final value claiming.

A negotiator should not disclose confidential limits indiscriminately. Information sharing is most productive when it concerns priorities and constraints rather than exact reservation values.

3.2 Multi-issue packages

Consider a buyer that values a lower price highly but is flexible on delivery scheduling. The supplier needs production flexibility but can provide a longer warranty at low marginal cost. A package combining scheduled delivery windows and an extended warranty may make both parties better off than a simple price compromise.

Logrolling occurs when parties trade across issues they value differently. It creates value only when the exchange improves the parties’ combined evaluation; adding issues alone does not guarantee integration.

4. Mixed-Motive Negotiation

Most business negotiations are mixed-motive situations. Parties cooperate to create value but compete over its distribution. Excessive competition can destroy information exchange and reduce the available surplus. Excessive cooperation can expose a party to exploitation.

The central strategic tension is therefore:

  • disclose enough information to identify value-creating trades;
  • protect reservation values and commercially sensitive data;
  • build trust while verifying claims;
  • develop joint gains without surrendering an appropriate share.

Negotiators can manage this tension by using phased disclosure, objective standards, conditional proposals and multiple equivalent simultaneous offers. For example, a supplier might present three packages with different combinations of price, volume and payment timing. The buyer’s reactions reveal priorities without requiring immediate disclosure of its reservation value.

5. Behavioral Perspectives

Classical economic models often assume stable preferences, consistent valuation and rational updating. Behavioral research shows that actual negotiators use heuristics and are influenced by emotions, framing and social context.

5.1 Anchoring

An anchor is an initial value that influences subsequent judgments. First offers often pull counteroffers and final settlements toward themselves, particularly when uncertainty is high.

An effective first offer should be ambitious but defensible. An extreme and unsupported demand may damage credibility or provoke impasse. When receiving an unreasonable anchor, negotiators should avoid making a small adjustment from it. Better responses include rejecting its premise, presenting independent benchmarks and making a reasoned counter-anchor.

5.2 Framing and reference dependence

A proposal framed as avoiding a $2 million loss may be evaluated differently from an economically equivalent proposal framed as preserving $8 million of a $10 million opportunity. Loss aversion means that losses relative to a reference point often have greater psychological impact than equivalent gains.

Frames can affect risk preferences. Parties facing perceived losses may take greater risks, including rejecting beneficial settlements in an attempt to recover sunk or anticipated value.

5.3 Overconfidence and self-serving bias

Negotiators commonly overestimate the quality of their alternatives, the strength of their legal claims and the probability that the other side will concede. Self-serving bias leads each party to interpret ambiguous standards in its own favor.

Decision trees, external review, premortem analysis and explicit probability estimates can reduce these errors. Teams should distinguish evidence from advocacy and should appoint someone to challenge optimistic assumptions.

5.4 Reactive devaluation and escalation

Reactive devaluation occurs when a proposal is judged less favorably merely because an adversary offered it. Escalation of commitment occurs when parties continue investing in a failing course because of prior expenditures, reputation or internal politics. Since sunk costs cannot be recovered, they should not determine whether a current agreement is superior to present alternatives.

5.5 Culture and behavioral interpretation

Culture influences communication style, hierarchy, time orientation and expectations about relationships. However, national stereotypes are weak substitutes for evidence about the individuals, organization and context. Industry norms, professional training and corporate culture may be more predictive than nationality. Cultural intelligence involves forming hypotheses, observing behavior and adapting without essentializing groups.

6. Game-Theoretic Perspectives

Game theory analyzes strategic interdependence: each actor’s outcome depends partly on the choices of others. A game specifies players, available strategies, information and payoffs.

A best response is a strategy that provides the highest payoff given another player’s strategy. A Nash equilibrium is a strategy profile in which no player can improve its payoff through unilateral deviation.

6.1 A market-investment coordination game

Two firms must independently decide whether to invest in a shared technical standard. Payoffs represent net present value in millions of dollars. The game is symmetric.

Firm A \ Firm BInvestDo not invest
Invest10, 100, 4
Do not invest4, 09, 9

The first number in each cell is Firm A’s payoff; the second is Firm B’s.

If Firm B invests, Firm A earns 10 by investing and 4 by not investing, so investing is A’s best response. If Firm B does not invest, Firm A earns 0 by investing and 9 by not investing, so not investing is A’s best response. Symmetry gives the same logic for Firm B.

Consequently, the game has two pure-strategy Nash equilibria:

  • both firms invest, producing payoffs of (10, 10);
  • neither firm invests, producing payoffs of (9, 9).

The game also has a mixed-strategy Nash equilibrium. Let p be the probability that the other firm invests. A firm’s expected payoff from investing is:

E(I) = 10p + 0(1-p) = 10p

Its expected payoff from not investing is:

E(N) = 4p + 9(1-p) = 9 - 5p

In a fully mixed equilibrium, both strategies must yield equal expected payoffs:

10p = 9 - 5p

Therefore:

15p = 9 \quad \Rightarrow \quad p = 0.6

Each firm invests with probability 0.6 and does not invest with probability 0.4. Its expected equilibrium payoff is 10(0.6)=6 million dollars, which also equals 9-5(0.6)=6. Thus, this game has two pure-strategy equilibria and one additional symmetric mixed-strategy equilibrium.

The mixed equilibrium is not a recommendation that firms must literally randomize. It identifies beliefs and strategic uncertainty that leave each player indifferent. Communication, standards bodies or contractual commitments can help coordinate firms on the Pareto-superior pure equilibrium of joint investment.

6.2 Repeated games and reputation

International business relationships are often repeated. A supplier that exploits a buyer today may lose renewals, referrals or access to future projects. Cooperation is more sustainable when future dealings matter, actions are observable and defection can be credibly punished.

A simple present-value expression illustrates this logic. If cooperation yields a recurring payoff c per period indefinitely and the discount factor is \delta, where 0 \le \delta < 1, its present value is:

PV = \frac{c}{1-\delta}

This formula assumes a constant payoff, equally spaced periods and an infinite horizon. A higher \delta means the firm values future payoffs more strongly, increasing the potential importance of reputation.

6.3 Commitments, threats and credibility

A strategic commitment changes future options—for example, reserving alternative production capacity before negotiations. A threat is credible only when carrying it out would be rational or institutionally unavoidable when the relevant point is reached. Empty threats may obtain temporary concessions but damage trust and future bargaining power.

7. Bargaining Solutions and Pareto Efficiency

7.1 Pareto efficiency

An outcome is Pareto efficient if no feasible alternative can make at least one party better off without making another party worse off. A Pareto improvement makes at least one party better off and no party worse off.

Efficiency does not imply fairness. A highly unequal allocation can be Pareto efficient. Similarly, a settlement perceived as fair may remain inefficient if another package could benefit both parties.

In a simple price-only negotiation with a fixed and fully allocated surplus, every agreement in the ZOPA may be Pareto efficient relative to price alone: reducing the price helps the buyer but harms the seller, and increasing it does the reverse. In multi-issue negotiations, however, inefficient terms frequently remain because parties fail to exploit differences in preferences or capabilities.

7.2 The Nash bargaining solution

The Nash bargaining model selects an agreement by maximizing the product of gains above the parties’ disagreement outcomes. It is a normative benchmark rather than a universal prediction of actual behavior.

For a transferable monetary surplus S=RB-RS, let the seller receive bargaining weight \alpha, where 0<\alpha<1. If x is the negotiated price, the seller’s gain is x-RS and the buyer’s gain is RB-x. The weighted Nash product is:

N(x) = (x-RS)\alpha(RB-x)1-\alpha

This formulation assumes positive gains, a positive surplus, transferable utility measured consistently and a feasible price within the ZOPA. Taking logarithms and differentiating gives:

\frac{\alpha}{x-RS} - \frac{1-\alpha}{RB-x} = 0

Solving yields:

x* = RS + \alpha(RB-RS) = RS + \alpha S

Thus, the seller receives the fraction \alpha of the surplus and the buyer receives 1-\alpha. Equal bargaining weights, \alpha=0.5, produce the midpoint of the reservation prices. The midpoint is therefore a special case, not a general rule.

Using the earlier ZOPA of €500,000 to €585,000 and a seller bargaining weight of 0.4:

x* = €500{,}000 + 0.4(€85{,}000) = €534{,}000

The seller gains €34,000, while the buyer gains €51,000. Actual outcomes may differ because bargaining weights, information, risk preferences and utilities are rarely as simple as this model assumes.

8. Principal–Agent Theory

A principal–agent relationship arises when one party, the principal, delegates work or decision authority to another party, the agent. Examples include a multinational hiring a distributor, an investor appointing a joint-venture manager or a buyer contracting with an overseas manufacturer.

Agency problems arise when interests diverge and relevant actions or information cannot be perfectly observed.

8.1 Adverse selection

Adverse selection is a pre-contractual hidden-information problem. A supplier may know more than the buyer about its capacity, quality systems or financial stability. Responses include due diligence, certifications, references, audits, trial orders and warranties that credible suppliers can provide more easily than weak suppliers.

8.2 Moral hazard

Moral hazard is a post-contractual hidden-action problem. After receiving a contract, an agent may reduce quality, neglect compliance or prioritize other customers. Responses include monitoring, milestone payments, service-level measures, audit rights, performance incentives and termination provisions.

8.3 Participation and incentive compatibility

A contract must normally satisfy two conditions:

  • Participation constraint: the agent expects at least as much utility from the contract as from its best alternative.
  • Incentive-compatibility constraint: the contract makes the desired action optimal for the agent, given the available incentives and monitoring.

Performance pay can align interests but may also create distortion. If a distributor is rewarded only for sales volume, it may grant excessive discounts or sell to unsuitable customers. Balanced metrics should include outcomes that matter and remain sufficiently controllable by the agent.

Cross-border agency relationships also require attention to anti-bribery law, sanctions, labor standards, data protection and third-party conduct. Contracting does not necessarily remove the principal’s legal or reputational exposure.

9. Illustrative Case: A Cross-Border Licensing Negotiation

Background

This fictional case concerns NordTek, a Swedish industrial-sensor producer, and Andina Systems, a Colombian distributor. NordTek wants rapid market entry; Andina wants protection for its investment in technical staff and customer education.

Problem

NordTek initially demands an annual license fee of $1.2 million and refuses exclusivity. Andina offers $750,000 and requests five years of national exclusivity. Negotiations stall because each side treats the problem as a contest over fee and exclusivity.

NordTek’s BATNA is another distributor expected to produce a risk-adjusted net value of $820,000. Andina’s BATNA is distributing a competing product worth $900,000 to it. After valuing training, support, market potential and implementation costs, Andina estimates that the maximum it can pay for NordTek’s basic package is $1.05 million. NordTek calculates a minimum acceptable fee of $820,000.

The initial monetary surplus is therefore:

S = $1.05\text{ million} - $0.82\text{ million} = $0.23\text{ million}

Analysis

The price-only ZOPA is $820,000 to $1.05 million. However, the parties’ interests reveal additional possibilities:

  • Andina needs confidence that its market-development investment will not be appropriated.
  • NordTek fears poor performance under unconditional exclusivity.
  • NordTek values customer data and regulatory intelligence.
  • Andina values technical training more than NordTek’s cost of providing it.
  • The parties hold different forecasts of second-year sales.

Behavioral problems are also present. NordTek’s $1.2 million demand anchors discussion above Andina’s reservation value. Andina treats unconditional exclusivity as the only acceptable protection, confusing its position with its underlying investment-recovery interest.

Approach and Solution

The teams agree to discuss interests and exchange three package proposals. They select the following structure:

  • an initial fee of $950,000;
  • two years of exclusivity, renewed annually if sales and compliance targets are met;
  • additional royalties only when sales exceed a defined threshold;
  • NordTek-provided technical training;
  • quarterly reporting and audit rights;
  • a joint steering committee for regulatory and customer issues;
  • dispute escalation followed by specified arbitration.

The contingent royalty addresses different sales forecasts. Performance-based exclusivity protects Andina while limiting NordTek’s agency risk. Training is valuable to Andina but relatively inexpensive for NordTek, creating an integrative gain.

Outcome

The $950,000 base fee lies within the original ZOPA. More importantly, the expanded package provides both parties greater expected value than any feasible price-only settlement. Monitoring and renewal provisions reduce moral hazard, while the trial period and reporting obligations reduce adverse-selection concerns.

Learning Points

  1. A visible dispute over positions may conceal compatible interests.
  2. BATNAs and reservation values establish discipline but do not identify the best package.
  3. Contingent agreements can use differences in forecasts productively.
  4. Exclusivity can be conditional rather than absolute.
  5. Integrative gains and distributive bargaining remain connected: after creating value, parties still negotiate its allocation.

10. Ethics, Governance and Technology

Ethical negotiation prohibits bribery, fraudulent claims, unauthorized disclosure and commitments a party does not intend to honor. Strategic silence is not necessarily deception, but false statements about legal authority, product capability or competing offers can create legal and reputational liability.

Governance should specify who may make commitments, how concessions are approved, how communications are recorded and how conflicts of interest are managed. International negotiators must consider competition law, anti-corruption regimes, sanctions, export controls, procurement rules and data-protection requirements.

Digital platforms improve document comparison, scenario analysis and multilingual collaboration. Artificial intelligence can summarize drafts, identify inconsistent clauses and model package values. However, AI outputs may contain factual or legal errors and can expose confidential information. Human experts must verify outputs, control data access and retain responsibility for decisions.

11. Limitations and Best Practices

Negotiation models simplify reality. Reservation values may be uncertain, utilities may be non-monetary, internal stakeholders may disagree and legal enforceability may vary. A mathematically efficient agreement may fail if implementation responsibilities are unclear or if participants perceive the process as illegitimate.

Professional best practices include:

  1. Calculate the BATNA before choosing an opening position.
  2. Estimate the other party’s alternatives without treating estimates as facts.
  3. Convert non-price terms into comparable values where credible.
  4. Define the complete package before calculating the ZOPA.
  5. Prepare ambitious, evidence-based anchors.
  6. Negotiate several issues together rather than sequentially conceding on each.
  7. Use objective standards such as market data, technical benchmarks and legal norms.
  8. Test agreements for feasibility, incentives, compliance and enforceability.
  9. Record assumptions behind forecasts and valuation models.
  10. Evaluate both value creation and value distribution.

Chapter Summary

Negotiation theories illuminate different aspects of strategic agreement making. Distributive bargaining explains the allocation of a limited surplus, while integrative negotiation explains how differences in priorities, forecasts, costs and risk preferences can create additional value. Most international negotiations are mixed-motive situations requiring simultaneous cooperation and competition.

BATNA identifies the best course available without agreement; WATNA supports downside planning; reservation values define acceptance limits. A ZOPA exists when the buyer’s maximum is at least as high as the seller’s minimum, and the difference is the bargaining surplus. Anchoring, framing, loss aversion, overconfidence and reactive devaluation explain why actual behavior may diverge from rational models.

Game theory analyzes best responses, equilibria, credibility and repeated interaction. The investment game examined in this chapter has two pure-strategy Nash equilibria and a mixed-strategy equilibrium in which each firm invests with probability 0.6. Pareto efficiency concerns whether further mutual gains are feasible, not whether an allocation is fair. The Nash bargaining model offers a conditional benchmark for allocating surplus.

Principal–agent theory explains adverse selection, moral hazard and contractual incentive design. Effective international negotiators integrate economic analysis, behavioral awareness, ethical judgment, governance and implementation planning.

Key Terms

Adverse selection: A pre-contractual problem caused by hidden information about type, quality or capability.

Anchor: An initial value that influences subsequent estimates and concessions.

Bargaining surplus: The total value available above the parties’ reservation values.

BATNA: The best actionable alternative if the current negotiation produces no agreement.

Best response: The payoff-maximizing strategy given another player’s strategy.

Distributive bargaining: Negotiation focused on allocating a limited or fixed surplus.

Incentive compatibility: A condition under which contractual incentives make desired behavior optimal for an agent.

Integrative negotiation: Negotiation intended to create value through compatible interests and differences in priorities.

Logrolling: Trading across issues that the parties value differently.

Mixed-motive negotiation: Interaction involving both cooperative and competitive incentives.

Moral hazard: A post-contractual problem arising from hidden or imperfectly observed action.

Nash equilibrium: A strategy profile from which no player benefits by deviating unilaterally.

Pareto efficiency: A condition in which no feasible change can benefit one party without harming another.

Principal–agent relationship: Delegation in which an agent acts on behalf of a principal under imperfect alignment or information.

Pure strategy: The certain selection of one available action.

Reservation value: The least favorable agreement a party is willing to accept.

Mixed strategy: A probability distribution over two or more pure strategies.

WATNA: The worst plausible alternative consequence if no agreement is reached.

ZOPA: The set of agreements that satisfy all parties’ reservation values.

Review Questions

Short Answer Questions

  1. Distinguish a position from an underlying interest.
  2. How does a BATNA differ from a WATNA?
  3. Under what condition does a positive price-based ZOPA exist?
  4. What is reactive devaluation?
  5. Distinguish adverse selection from moral hazard.

Long Answer Questions

  1. Compare distributive and integrative negotiation, including their assumptions, methods and limitations.
  2. Explain how behavioral biases can affect preparation, offers, concessions and settlement decisions.
  3. Discuss the strategic tension between value creation and value claiming in mixed-motive negotiations.
  4. Evaluate the contribution and limitations of game theory in international business negotiation.
  5. Explain how principal–agent theory can guide the design of international distribution contracts.

Analytical / Application Questions

  1. A buyer’s reservation price is $4.8 million and a seller’s reservation price is $4.25 million. Calculate the ZOPA and bargaining surplus. If the seller has Nash bargaining weight 0.6 under the model presented in this chapter, calculate the predicted price and each party’s gain.
  2. Analyze how the equilibria in the technical-standard investment game might change managerial behavior. Recommend mechanisms for coordinating the firms on joint investment.
  3. Design a multi-issue package for a manufacturer and foreign distributor that addresses price, exclusivity, performance, compliance and information sharing. Explain how each term creates value or controls agency risk.

Multiple Choice Questions with Answers

Question 1

A buyer will pay no more than $900,000 and a seller will accept no less than $760,000 for an equivalent package. What is the bargaining surplus?

A. $140,000

B. $760,000

C. $900,000

D. $1,660,000

Correct Answer: A. $140,000

Question 2

Which statement most accurately defines a BATNA?

A. The most optimistic possible negotiated outcome

B. The best actionable course available if no agreement is reached

C. The first offer made during bargaining

D. The worst plausible outcome of negotiation failure

Correct Answer: B. The best actionable course available if no agreement is reached

Question 3

Which action is the clearest example of integrative negotiation?

A. Refusing to discuss any issue except price

B. Concealing every operational priority

C. Trading delivery flexibility for an extended warranty because the parties value them differently

D. Dividing a fixed monetary surplus without changing any other term

Correct Answer: C. Trading delivery flexibility for an extended warranty because the parties value them differently

Question 4

In the investment game presented in the chapter, how many Nash equilibria are identified?

A. One pure-strategy equilibrium only

B. Two equilibria in total, both pure

C. Three: two pure-strategy equilibria and one mixed-strategy equilibrium

D. Four mixed-strategy equilibria

Correct Answer: C. Three: two pure-strategy equilibria and one mixed-strategy equilibrium

Question 5

In the chapter’s investment game, what probability of investment makes a firm indifferent between investing and not investing?

A. 0.4

B. 0.5

C. 0.6

D. 0.9

Correct Answer: C. 0.6

Question 6

Which statement about Pareto efficiency is correct?

A. Every Pareto-efficient outcome divides value equally.

B. A Pareto-efficient outcome cannot be altered to benefit one party without harming another.

C. Only cooperative negotiations can produce Pareto-efficient outcomes.

D. Pareto efficiency guarantees procedural fairness.

Correct Answer: B. A Pareto-efficient outcome cannot be altered to benefit one party without harming another.

Question 7

A supplier exaggerates its quality-control capability before signing a contract. Which agency problem is most directly involved?

A. Adverse selection

B. Moral hazard

C. Reactive devaluation

D. Logrolling

Correct Answer: A. Adverse selection

Question 8

Under the weighted Nash bargaining model in the chapter, the seller’s reservation price is €400,000, the buyer’s is €500,000, and the seller’s bargaining weight is 0.3. What is the predicted price?

A. €430,000

B. €450,000

C. €470,000

D. €530,000

Correct Answer: A. €430,000

Question 9

What is the most appropriate response to an unsupported extreme anchor?

A. Accept its premise and make a nearby counteroffer

B. Immediately reveal the exact reservation value

C. Reject its premise and present an evidence-based counter-anchor

D. End every negotiation in which an anchor is used

Correct Answer: C. Reject its premise and present an evidence-based counter-anchor

Question 10

Which contractual provision most directly addresses post-contractual moral hazard by a foreign distributor?

A. A statement of the distributor’s corporate history

B. Performance measures combined with monitoring and renewal conditions

C. An unsupported forecast of market growth

D. A higher opening demand with no implementation terms

Correct Answer: B. Performance measures combined with monitoring and renewal conditions

International Business Negotiation
Chapter 2 of 14