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The 3 Levels of STEM Integration (Which One Are You Using?)


Many educators believe that "doing STEM" simply means teaching science and math in the same week. However, true STEM integration exists on a spectrum—what experts call the "Integration Incline Plane." Moving up this incline requires a shift from teaching subjects in silos to creating a seamless, unified experience where boundaries disappear. Understanding these levels is the key to designing effective, high-impact learning.


Defining STEM Integration

At its core, STEM integration is the seamless "amalgamation of content and concepts from multiple STEM disciplines" (Nadelson & Seifert, 2017). In a fully integrated environment, students don't stop to ask, "Is this a math minute or a science minute?" Instead, they use the knowledge and processes of all disciplines simultaneously to solve a problem or complete a task.


1. Multidisciplinary Integration: The Thematic Approach

This is often the entry point for many schools. In a multidisciplinary approach, students learn concepts and skills separately in each discipline, but they are all linked to a common theme like "Oceans" or "The Solar System."


For example, in a Solar System unit:

  • Science: Students learn about planetary characteristics from a textbook.

  • Art: Students craft clay models of planets.

  • Math: Students practice division by calculating distances between celestial bodies.


While this provides a coherent experience and shows students that a single topic can be viewed through many lenses, the learning goals remain discipline-specific. The connection is the theme, rather than a combined cognitive skill.


2. Interdisciplinary Integration: Fusing the Disciplines

As we move up the incline, we reach Interdisciplinary Integration. Here, the boundaries begin to blur. Learning goals from two or more disciplines are "fused" to form a single key concept (Clark & Ernst, 2007).


Using the Solar System example again, an interdisciplinary approach might involve students building a scale model. To succeed, they must simultaneously use Science (understanding planetary sizes) and Math (applying ratios and scale factors). These skills are now interdependent; you cannot accurately build the model without both. The learning process threads these subjects together throughout the experience.


3. Transdisciplinary Integration: Real-World Authenticity

At the top of the incline sits Transdisciplinary Integration. This approach moves beyond school-based themes and into the realm of real-world problems. Subject boundaries essentially disappear as students engage in "student-centered learning" to answer a driving "Essential Question."


A transdisciplinary question might be: "How would a meteorologist forecast the weather on Planet X?"

To answer this, students don't just "do math" or "do science." They:

  • Analyze atmospheric pressure (Science).

  • Design weather studio sets (Art/Engineering).

  • Calculate communication time delays using computer models (Math/Tech).

  • Script and film broadcasts (English/CTE).


In this level, the teacher’s role shifts from a director to a consultant (McCarthy, 2015). Students have a voice in how the learning experience takes shape, and the process mirrors how actual STEM professionals work: by using every tool at their disposal to solve a complex challenge.

By understanding this continuum, we can move our students past simple "themes" and toward the authentic, transdisciplinary experiences that prepare them for a "perpetual beta" world.


References

Clark, A. C., & Ernst, J. V. (2007). A model for the integration of science, technology, engineering, and mathematics. The Technology Teacher, 66(4), 24–26.

McCarthy, J. (2015, September 9). Student-centered learning: It starts with the teacher. Edutopia. https://www.edutopia.org/blog/student-centered-learning-starts-with-teacher-john-mccarthy

Nadelson, L. S., & Seifert, A. L. (2017). Integrated STEM defined. Educational Research Review, 10(6), 221-223.

Vasquez, J. A., Sneider, C., & Comer, M. (2013). STEM lesson essentials, grades 3-8: Integrating science, technology, engineering, and mathematics. Heinemann.

 
 
 

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