Chapter 7 section 2 Word Scramble
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Question | Answer |
product of powers postulate | for any nonegative bases and nonzero real exponents, or any nonzero bases and integer exponents, b^m*b^n=b^m+n |
power of a power postulate | (b^m)^n=b^m*n |
power of a product postulate | (ab)^m= A^mB^m |
quotient of powers postualte | b^m/b^n= b^m-n |
power of a quotient postulate | (a/b)^m= a^m/b^m |
zero exponent theorem | b^0=1 |
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