# Behavior of Exponents

## 11 terms

### Raising a number greater than __ to a power greater than __ results in a ___ number.

1;1;bigger (2^2 = 4)

### Raising a _____ between __ and ___ to a power greater than 1 results in a _____ number.

fraction; 0 and 1; smaller ( (1/2)^2 = (1/4) )

### A _____ number raised to an ____ power becomes positive.

negative; even ( (-2)^2 = 4 )

### A _______ number raised to an ____ power remains negative.

negative; odd ( (-2)^3 = -8_

### A number raised to a _____ power is equal to ___ over the number raised to the _____ power

negative; 1; positive ( -2^2 = 1/2^2....1/4 )

### A number raised to the ____ power is __, no matter what the number is.

0; 1 (1,000^0 = 1 )

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### A number raised to the ____ power is ALWAYS ___ ____ ____.

first; the number itself (1,000^1 = 1,000)

1/3^2 = 1/9

### 2^2 x 2^4 equals?

2^6 (multiplication w/ same base...you add the exponents)

### 2^6 DIVIDED BY 2^2 equals?

2^4 (division w/ same base...you subtract the exponents)