E does NOT equal mc2 (And I can PROVE it) with Desmos

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In this video, we dive into one of the most well-known equations in physics, Einstein's E=mc^2. You may have heard of it before, but do you really know what it means? We explain the significance of this equation and its implications in a simple and easy-to-understand way.

We explore the relationship between mass and energy and how they are interchangeable according to Einstein's theory of relativity. You'll learn about the fundamental principles of this equation and how it has shaped our understanding of the universe.

We take the expanded equation and implement it on desmos to see how energy and mass are related

Keywords: Einstein's equation, E=mc^2, mass-energy equivalence, theory of relativity, understanding physics, e=mc2, e = mc2 2 + pc2, e = (mc^2)^2 + pc^2
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What happens if you were to say pick a random size mass. Make it simple for example 100 Kgs. Use that in the equation. Then simple step by step assuming no one knows what the symbols all stand for. Then eventually put all the values of each symbol so as the viewer could write it down and calculate the answer to all the values. Can you do something like that? After that you can explain how and why it maps out on the X and Y coordinates. That may take 2 videos. You learn by teaching. Only if you want to.

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