Cartographer's Almanac
№ 36

Catan in the Classroom: How Teachers Use Catan for STEM and Economics

Catan teaches probability, negotiation, and resource economics better than most textbooks. Educators have noticed.

TL;DR

Catan teaches probability, negotiation, and resource economics better than most textbooks. Educators have used it in middle-school math classes, university statistics courses, and MBA negotiation labs. The game's depth scales with the student's level — younger students learn dice probability, older ones learn game theory and economic systems.

Why Catan works as a teaching tool

Catan compresses several pedagogically valuable skills into a single playable experience:

  • Probability literacy — every roll teaches the dice distribution, every pip count reinforces probability math.
  • Strategic negotiation — trades force students to evaluate value asymmetries.
  • Resource economics — building costs, opportunity costs, and substitution all show up naturally.
  • Pattern recognition — placement, road networks, port economics all reward spatial-pattern thinking.

The game does this in 60-90 minutes of play. A unit of teaching that takes 8-12 textbook hours can sometimes be compressed to one Catan session plus reflection.

Middle school and probability

The most common educational use: 6th-8th grade math classes teaching probability. Students roll dice to see the distribution emerge (2-12 isn't uniform), see why 6 and 8 are most common, and observe how the pip system makes probability tangible.

A typical lesson plan: play a 60-minute Catan game, then have students tally how often each number rolled. Compare to expected (theoretical) rolls per 36. The data almost always matches — and students see probability theory match observed outcomes in real time.

This is the "see it, do it, count it" pedagogy that probability textbooks struggle to deliver via abstract dice problems.

High school and game theory

For 9th-12th grade, Catan extends into game theory. The trading round is a multi-player negotiation with asymmetric information. Students can analyze:

  • Pareto-optimal trades — when is a trade good for both parties?
  • Bargaining theory — anchoring, framing, BATNA (best alternative to negotiated agreement).
  • Coalition formation — when do trailing players form an informal coalition against the leader?
  • Information asymmetry — what does hidden hand information do to negotiation efficiency?

A Catan session followed by discussion is a more effective game-theory introduction than reading textbook problems.

University statistics

Catan has been used in college-level statistics courses for two specific applications:

  • Empirical distribution analysis — track rolls over multiple games; compare empirical distribution to theoretical.
  • Conditional probability — given that the roll wasn't 7, what's the conditional probability of each outcome?

The hands-on data collection from playing Catan provides a more memorable introduction than synthetic dice problems.

MBA negotiation labs

Several business schools have used Catan in negotiation courses. The structure: students play in groups of four, then debrief on their negotiation strategies. The course often has students play multiple sessions, with each session focusing on a different negotiation principle (anchoring in session 1, BATNA in session 2, coalition-building in session 3).

Catan is well-suited for this because the game is genuinely competitive (negotiating matters for winning), the negotiations are time-bounded (a turn lasts minutes, not hours), and the outcomes are concrete (you either built the settlement or you didn't).

Resource economics for any age

Catan's resource system illustrates micro-economics naturally:

  • Scarcity — limited resources of each type per board.
  • Substitution — bank trades let you convert any resource at a rate.
  • Opportunity cost — every road built means a settlement not built that turn.
  • Comparative advantage — each player produces some resources better than others; trade emerges.

For younger students, these emerge intuitively. For older students, they can be explicitly framed as economics concepts.

Implementing Catan in a classroom

Logistics

A 24-student class needs 6 game copies (4 players each). Many schools have one or two and rotate. Sessions need 90 minutes minimum for a full game plus 15-30 minutes of reflection.

Catan's 2025 edition has held up well in classroom use — components are reasonably durable, the rulebook is teachable.

Lesson plan structure

  • Day 1: Teach rules (30 min) + first game (60 min). Students record rolls and major decisions.
  • Day 2: Analyze the recorded data (probability, negotiation patterns, resource flows). Connect to course material.
  • Day 3 (optional): Second game with students applying analyzed lessons.

Adapting for younger students

Catan Junior is the recommended substitute for ages 6-10. The simpler rules let younger students grasp the underlying probability and resource concepts without the negotiation overhead.

Educational research

Academic studies on Catan's educational efficacy are limited but growing. Studies from Northwestern (negotiation curriculum) and Stanford (probability instruction) have found measurable improvements in student understanding after Catan-based units compared to traditional textbook approaches. The effect sizes are modest but real.

If you're an educator considering Catan for a curriculum: search Google Scholar for "Catan classroom" for published lesson plans. Several are freely available.

The broader case

Board games as teaching tools is a small but established educational practice. Catan is the highest-leverage option: depth without complexity, replayability without instruction overhead, and natural alignment with multiple curriculum subjects.

For an instant balanced board to use in a classroom, the Catan board generator produces fair starting layouts in seconds — useful for teachers who want consistent setups across multiple class sessions.

Related: why Catan is most played · family game night · licensed spinoffs

Filed under

education stem classroom economics