An Intro precedes this chapter. In case you missed it, please click here. After reading the intro, just exit from it and you will find yourself right back here, ready to enjoy this chapter to the fullest. Thanks!
What follows could be the inoculation needed to desensitize persistent math-allergies.
If your eyes do not bleed when you see the formula below, we can proceed without trepidation.
(ia +1b) (ia -1b)
Ahhhh, see? None of those nasty little Greek letter symbols that confound us non-mathematicians!
When this formula appeared, crystal clear upon the chalkboard in my mind one morning, I was actually knocked right out of my meditation.
Why would something so foreign to me arise in blaring insistence?
At that time, I had become used to daily visions of abstract patterns, whose meanings I somehow intuited. None of my visions, however, had ever been made so starkly clear as this one.
The relatively rare times when a single, adamant directive has come to me, it has been audible, in a deep male voice. I would know without question what to do. This time a specific visual communication came, but without any instructions about what to do with it.
Were it not for the plus and minus signs, I would not have recognized it as a mathematical problem, asking to be solved. Even so, I did not know how to solve it, so I just wrote it down in my notebook.
Some time later, my husband was providing chiropractic services to a man who was a math teacher in a local private high school. I asked him if he would help me understand what the letters of the enigmatic formula meant, and how it could be interpreted.
In his brief tutorial, the tutor explained three facts relevant to the interpretation of the math problem:
- There is no number that, when squared, gives a negative number; squaring either positive or negative numbers will always produce a positive number. We know logically that there must be a square root of negative one, although its solution is not found in the set of real numbers. The letter ‘i‘ (for ‘imaginary’ unit) stands for the solution to the problem: √-1. Otherwise stated: i x i = -1. A complex number is a combination of both a real and an imaginary number.
- The FOIL method provided the correct sequence of operations for multiplying the terms inside the parentheses: First > Outer > Inside > Last.
- The letters ‘a’ and ‘b’ are called variables. As the formula stood alone in my dream, no numbers were assigned to, or represented by, these variables. The problem could not be fully solved unless it was determined what values these two variables represented. The mystery continued.
What follows is a narrated video, not quite three minutes long, that applies the three points listed above to the mathematical problem that arose in my dream-state.
For unobstructed viewing,
put video in full screen mode and keep your cursor off to the side.
The upcoming chapter Dual Dimensions Seen Simultaneously will prepare us conceptually to discover what the variables stand for.