The value of “i” which represents an imaginary number is quite useful for balancing seemingly impossible tasks like when resolving problems with electricity or wireless technologies. Working with wave functions involves working with the value of an imaginary number because of its ability to resolve mathematical problems. If numbers are thought of as a straight horizontal line on an X axis, with 0 in the middle, with all negative numbers on the left hand side of zero (e.g. -1, -2, -3 etc.) and all positive numbers on the right hand side of zero (e.g. 1, 2, 3, etc.), then imaginary numbers would be plotted upon the Y coordinate axis, displayed vertically (e.g. +1i, +2i, +3i going up or -1i, -2i, -3i going down etc.). This allows imaginary numbers to be treated the same as regular numbers, just upon a different plane of axis. Imaginary numbers are essential to certain tasks like aircraft radio tower control as imaginary numbers allow for technologies like Radio Detection And Ranging (RADAR)
Share This Interesting Fact: The Philosophical and Mathematical Foundations of Geometry and Numbers: The Platonic Solids, the Origin of Zero, and the Geometric Application of Imaginary Numbers – The Person Who Proclaimed That Perfect Circles Do Not Exist Within the Universe, the Virtual Impossibility of Creating a Perfect Circle, the Reason Virtually No Circle Can Be Perfect, the Concept of the “Platonic Solids”, the Natural Elements Correlated With the Platonic Solids, the Only Solids in Which Every Side is Identical, Infant Human Beings Understanding the Concept of “1 + 1 = 2”, the Infant Human Being Understanding of Mathematics, Mathematical Proof vs Scientific Proof and/or Legal Proof, the Indefinite View of Mathematical Proofs, the Importance of the Value of Zero Within Modern Day Mathematics, the Earliest Discovered Usage of the Concept of “Zero”, the Length of Time Indian Mathematicians Utilized Zero to Calculate Prior to Western Countries Adopting This System, Italian Mathematician Leonardo Pisano’s (Fibonacci) View of the Concept of “Zero”, the Mathematical View of Zero and the Benefit of Utilizing it, the Person Who Imported the Concept of “Zero” into Europe, the Person Who Created “Pisano’s” Nickname, the Alternative Names of Pisano, the Result of Any Positive Value Multiplied by Itself, the Result of Any Negative Value Multiplied by Itself, the Result of Any Value Being Squared, the Benefit of the Mathematical Concept of “i” (Imaginary Number), the Reason Imaginary Numbers Are Utilized With Wave Functions, the Visual Grid/Graph Required to Understand Imaginary Numbers, the Mathematical Treatment of Traditional Values vs the Mathematical Treatment of Imaginary Numbers, the Usage of Imaginary Numbers Within Technologies, the Dream Which Permanently Changed Mathematics, the 3 Dreams of French Philosopher René Descartes, the Poem Which Descartes Read During the Third Dream, Descartes’ Interpretation of This Third Dream, This Third Dream Leading to 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