Uncovering the Mysteries of the Root Grid

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In summary, the root grid is a discovery connecting square roots and circles, and has since grown to include additional realizations that go against conventional math. It shows that the answer to infinity/infinity is 1, located on a specific part of the 'root circle'. The root grid also connects cosine and tangent, and shows how sine is related to cosine. Additionally, it demonstrates how phi is connected to the square root of 2 and how all the silver mean ratios intersect with the square roots. Videos of the root grid in action can be found on YouTube and more information can be found on the website provided.
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circlemaker
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You can chart the square roots relative to each other starting with a quarter-circle, a square, and a diagonal line. Where the circle intersects with the diagonal, the next square root is found.
[PLAIN]http://www.perspectiveinfinity.com/images/rgsteps_w.png [Broken]
More here: http://www.perspectiveinfinity.com/root%20grid.html [Broken]


Hi, his is my first post here. I've been researching geometry as a hobby for years and have been making discoveries, but I have no academic connections since I developed this hobby as a working adult. As a result, hardly anyone is aware of my work. Hence, I'm dumping it on you guys. Hopefully someone will find it useful.

The root grid started out as a discovery connecting square roots and circles, but has since grown into additional realizations which go against the grain of conventional math. What's infinity/infinity? I hadn't even asked myself that question until I was looking at the answer. According to the root grid, the answer is 1, but the point lies on a specific part of the 'root circle', the very top.

[PLAIN]http://www.perspectiveinfinity.com/images/rg_cos_w.png [Broken]

Every number multiplied by it's reciprocal = 1, and yet that answer can exist as a unique point on a quarter circle. Circles as you well know have a potentially infinite number of points so they have no trouble in keeping up with infinity.


Below, a half-circle describes cosine (blue) while a line extending from 1 to infinity describes tangent (purple). Tangent is the distance as measured from 1. The labels in this image are showing the distance as measured from 0. So here we can see how tangent is damn near a reciprocal of cosine. Any point on the cosine circle reflects a point on the tangent line, with 1 (the root circle) acting as a mirror.

[PLAIN]http://www.perspectiveinfinity.com/images/diagonals_w.png [Broken]

What about sine? Just flip the cosine circle 90 degrees.

Also of interest is how phi is connected to the square root of 2, and how all the silver mean ratios intersect with the square roots when they're described as intersecting circles: http://www.perspectiveinfinity.com/images/gallery/roots%20and%20silver%20mean_b.jpg" [Broken]

If you're still interested after all this, you might find this http://www.perspectiveinfinity.com/rg.html" [Broken] of interest as well.
 
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There are also some videos of the root grid in action on youtube. That's all I have for now. Thanks for reading.
 

What is the "Root Grid"?

The "Root Grid" is a term used in scientific research to refer to the network of roots and mycorrhizal fungi that form the underground structure of plants. It is essential for plant growth and nutrient uptake.

Why is it important to study the Root Grid?

The Root Grid plays a crucial role in plant health, soil health, and ecosystem functioning. By understanding how it works, we can improve agricultural practices, soil remediation techniques, and overall ecosystem management.

How do scientists study the Root Grid?

Scientists use a variety of techniques to study the Root Grid, including root excavation, soil sampling, and imaging techniques such as MRI and CT scans. They also use molecular techniques to analyze the genetic and microbial composition of the Root Grid.

What mysteries are scientists trying to uncover about the Root Grid?

Scientists are trying to understand the complex interactions between plants, fungi, and soil microorganisms within the Root Grid. They are also studying how environmental factors, such as climate change and pollution, affect the functioning of the Root Grid and its impact on plant health.

What are the potential applications of studying the Root Grid?

Studying the Root Grid can lead to practical applications such as developing more efficient and sustainable agricultural practices, identifying plant species that are better suited for certain environments, and developing strategies for soil remediation and restoration.

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