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Chapter 7
Powers
| Question | Answer |
|---|---|
| What is a power of a product postulate? | For any nonnegative bases and non zero real exponents, or any nonzero bases and integer exponents, (ab)^m = a^mb^m. |
| What is a negative exponent theorem? | For any positive base b and real exponent n, or any nonzero base b and integer n, |
| What is product of powers postulate? | For any nonnegative bases and nonzero real exponents, or any nonzero bases and integer exponents, b^m times b^n = b^m+n. |
| What is power of a power postulate? | For any nonnegative bases and nonzero real exponents, or any nonzero bases and integer exponents, (b^m)^n=b^mn. |
| What is the zero exponet theorem? | If b is a nonzero real number, b^0 = 1 |
| What is the negative exponet theorem? | For any positive base b and real exponent n, or any nonzero base b and integer exponent n, b^-n=1 divided by b^n |
| What is the Annual Compound Interest Formula? | A=P(1+r)^t |
| What is the General Compound Interest Formula? | A=P(1+r over n)^nt |
Created by:
Southlawn
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