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Law of indices (all index laws) - Math
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6 index laws that you need to know to solve any problem requiring indices.
List of all indice laws
Rule 1 x^0 = 1 (except for 0^0)
Rule 2 x^-n = 1 / (x^n)
Rule 3 x^n * x^m = x^(n+m)
Rule 4 x^n / (x^m) = x^(n-m)
Rule 5 (x^n)^m = x^nm
Rule 6 (x^n/m) = msqrt(x^n)
List of all indice laws
Rule 1 x^0 = 1 (except for 0^0)
Rule 2 x^-n = 1 / (x^n)
Rule 3 x^n * x^m = x^(n+m)
Rule 4 x^n / (x^m) = x^(n-m)
Rule 5 (x^n)^m = x^nm
Rule 6 (x^n/m) = msqrt(x^n)
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