Here’s How To Beat Capsim Simulation Using Theory

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This post is about how to beat Capsim Simulation using the theory you already learn in your MBA Program.

Path dependence theory is one of the concepts that is discussed in most strategic MBA courses.

However, path dependence theory is not just another business strategic concept.

In fact, it can be used to explain the decisions we make daily.

In the Capsim simulation business game, path dependence theory is indirectly a core part of the game.

All in all, here’s how to use path dependence theory to help you beat Capsim simulation.

Capsim A Game Of Path Dependence Theory 

Capsim rounds 1 to 3 are critical to how successful you will be at Capsim simulation.

Remember the path dependence theory, which basically means decisions made in the past limit the decisions you can make in the future.

In this game, this theory takes center stage, since you can’t undo the decisions once you advance to other rounds.

Therefore, if you mess up the earlier rounds, it will be difficult to bounce back since the type of decisions you need to make in the later rounds can be restricted or limited due to the decisions you made in the earlier rounds.

Hence, it is important to make the best decisions, especially during the first three rounds, to set a strong foundation you can build on.

Use the Capsim guides below to help you fortify your strategy.

The guides include tips and tricks you can use to help you beat Capsim.

Now, while this focuses on team Andrew, you can still implement some of these business strategies to help you beat this MBA simulation game.

Capsim Guides To Help You Beat Capsim Simulation

Use these guides to create your own strategies to help you bet the game. Good luck!

FAQs About Capsim Simulation Game

MBA capstone students ask about the Capsim

Capsim Tips For Each Capsim Module

Capsim Human Resource Management Module

The Ultimate Capsim Guide With Helpful Capsim Tips Per Round


Winning Capsim Strategy Plan For Team Andrews

Capsim Strategy Plan for Team

Capsim A Game Of Path Dependence Theory

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