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General Information[]

Exponentiablee, symbolized as “Ex”, is in class 32: also known as ⍼ Angzarr Class ⍼ or ⍼ Class Angzarr ⍼, both work either way.

Exponents and Index Notation[]

To understand Exponentiablee, we need to understand exponentiation and index notation. Exponents are basically numbers where you multiply a number x amount of times of the number. For example:

An exponential equation would look like this: 23, this number is equal to 2 multiplied by 2 multiplied by 2 (2 × 2 × 2). 2 × 2 is 4. 4 × 2 is 8. Hence, the answer for this equation is 8. 23 is also the index notion of 8.

A more advanced index notion would be something like such. 24 × 36 × 114. Notice anything? They are all prime numbers. Index notion can only have prime numbers (such as 2, 3, 5, 7, 11, 13 and so on) as their bases (the 2, 3 and 11). The index/power/exponent can be any number (the 4, 6 and 4). In this case 24 × 36 × 114 is equal to 170,772,624 (one hundred and seventy million, seven hundred and seventy-two thousand, six hundred and twenty-four).

However, we are not limited to only whole numbers. We can also have fractions and decimals as our bases, even irrationals – just be weary that it must only be real numbers. One example of such unordinary index is . This results in . As you can see, this results in an irrational number.

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