2. properties of a number raised to a power.If a, b are any real numbers, and m, n is a positive integer.1) multiplying the number raised to a power. If the powers of the same base When multiplied together, leading exponents of each factor by using the add existing database — that is, a a = a. 2 = 2 = 22.2) dividing the number raised to a power. If the powers of the same base When you divide, leading exponents of the denominator to remove the exponents of a set using the original base that is aa = a. 3 = 3 = 33.3) powers of the nested exponents come multiplication. That is, (a) = a, (3) = 3.4) power of effect factor can be distributed as a product of powers of each. When there is a fixed base that is original (ab) = ab such as (3p) = 3p.5) power of a quotient can be distributed as a quotient of numbers each raised to a power. When there is a fixed base that is original =. =. 6) powers of negative numbers as exponents can be written as the inverse of the.Exponentiation where the exponent is positive, that is, a = x, g =. 7) powers of exponent is zero (0) Exponentiation where the exponent is zero (0) is always equal to 1, that is, a = 0, a = 1 5 1 when.
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