Rank Reveal Inward Math

Formula of Rank Numbers

The seat numbers tin hold out formulated equally follows:

Information :
a = a number
n = the ability value of a number

Example:
2³ = two x two x 2
2³ = 8

Basic Rule of Rank Numbers Operation

1. Multiplication Rules of The Rank Numbers Whose Principal Numbers are The Same

a^p x a^q = a^p+q

Example:
2³ x 2⁵ = 2³⁺⁵
2³ x 2⁵ = 2⁸
2³ x 2⁵ = 256

2. Division Rules of The Rank Numbers Whose Principal Numbers are The Same

a^p : a^q = a^{p - q}

Example:
3⁸ : 3⁵ = 3^{8 - 5}
3⁸ : 3⁵ = 3³
3⁸ : 3⁵ = 27

3. Rank Rules of Rank Numbers

(a^p)^q = a^{p x q}

Example:
(2²)⁵ = 2^{2 x 5}
(2²)⁵ = 2¹⁰
(2²)⁵ = 1024

4. Rank Rules of Two Numbers Multiplication

(a x b)^p = a^p x b^p

Example:
(3 x 5)² = 3² x 5²
(3 x 5)² = nine x 25
(3 x 5)² = 225

5. Rank Rules of Two Numbers Division

(a : b)^p = a^p : b^p

Example:
(12 : 4)⁵ = 12⁵ : 4⁵
(12 : 4)⁵ = 248832 : 1024
(12 : 4)⁵ = 243

6. Rule of Negative Rank Number

Example:

7. Rule Rank of Fractional Number

Example:

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Referensi :

• To'Ali's mass math grouping accounting in addition to sales