Perfect Reasoning by Tiro Phenyo Nkau - HTML preview

1000.

Logical Conclusions about roots

1. The 0eth √ of any number is always 0 because the zero represents the count of the numbers we're allowed to use to create the number under the root.

2. The 1st √ of any number is always the number under the root because only the number under the root can be used as a standalone number that doesn't need multiplication in order to recreate itself.

3. After the 1st root, the results we get from the higher roots that come after that, must always keep getting smaller.

Exponents

Example

9 to the power(^) of 7 = 4782969

In other words: Multiply seven 9’s together of which we ended up with: (1)9 (2) ×9 [81] (3) ×9 [729] (4) ×9 [6561] (5) ×9 [59049] (6) ×9 [531441] (7)

×9 = 4782969

Logical Conclusions about exponents

1. Any number that’s powered by 0 is always 0 because exponents tel how many equal numbers we need to multiply together in order to get their result.

This meaning that we will not have any numbers to multiply together if the power of the exponent is 0.

2. Any number to the power of 1 is always the number itself because an exponent that has a power of 1 represents a standalone number that doesn't have any other numbers that are multiplied against it.

3. Any negative number powered by an even number becomes positive because when we multiply two negative numbers together they become positive as with four numbers, six and so forth.

Number patterns

Division Patterns

If a person divides any number by: 1, it remains itself

2, it will always half itself

3, it becomes a third of itself

4, it halves its result twice

5, it becomes double itself but loses one comma place 6, it becomes a sixth of itself

7, it becomes a seventh of itself

8, it halves its result three times

9, it becomes a ninth of itself

0, it becomes infinite because 0 fits in to any number infinitely Multiplication patterns

If a person multiplies any number by:

1, it remains itself

2, it doubles itself

3, it adds itself to itself 3 times

4, it doubles its result twice

5, it becomes half of itself but gains one comma place 6, it adds itself to itself 3 times and then doubles that result 7, it adds itself to itself 7 times

8, it doubles its result 3 times

9, it becomes itself with a zero at its end minus the number itself 0, it becomes 0 because if the process of adding the number into existence in the first place never happens, then the number remains non-existent Understanding shapes

The concept of a dimension within the context of shapes, relates to the concept

of width, depth or height. This meaning that a three dimensional shape, has all three concepts of width, height and depth within its properties. A two dimensional concept only has the properties of width and height while a one dimensional concept has width or height as its only property. Based on this assumption, the following order was created in order to help one understand, the perfect order that shapes exist in.

One dimensional shape.