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Algebra2Chap7Clark
Chapter 7
| Question | Answer |
|---|---|
| Product of powers postulate | 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^m b^m |
| Quotient of powers postulate | 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 |
| Negative exponent theorem | b^-n=1/b^n |
| Anual Interest Compound Formula | A=P(1+n)^t |
| Interest Compound more than once a year | A=P(1+r/2)^2r |
| General Compound interest formula | A=P(1+r/n)^nt |
| Geometric Constant ratio | gn/gn-1=r |
| Arithmetic is: | adding |
| Geometric is: | Multiplying |
| nth root | b is an nth root of x, if and only if b^n=x |
| number of real roots theorem POSITIVE | every positive real number has: 2 real nth roots, when n is even. 1 real nth root, when n is odd. |
| number of real roots theorem NEGATIVE | every negative real number has: 0 real nth roots, when n is even. 1 real nth root, when n is odd. |
| Rstionsl exponent theorem | x^m/n=(x^1/n)^m x^m/n=(x^m)^1/n |
| solving equations with positive rational exponens is written as: | if a=b, then a^n=b^n |
Created by:
KarenBrinker
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