Flashcards in Math Vocabulary And Formula Module 2.1 Deck (17):

1

## Common base under multiplication

### A*m •A*n= A*m+n

2

## What is the definition of power

### Represented by the exponent n, to which a number is used as a factor n times

3

## Uncommon base under multiplication

### A*m • B*m = (a•b)*m

4

## Raising a power to power

### (A*m)*n = A*mn

5

## Common base under division

### A*m/A*n=A*m-n

6

## Raising a quotient to a power

### (A*m/b*m)*o= a*mo/b*mo

7

## Uncommon base raised to a power

### (A/B)*n= a*n/b*n

8

## Raised to the 0th power without parentheses

### A*0=1

9

## Negative base raised to the 0th power in parenthesis

### (-a)*0=1

10

## Base raised to the 0th power with negative outside parentheses

### -(a)*0=-1

11

## Negative base raised to the 0th power with negative outside parenthesis

### -(-a)*0=-1

12

## Base raised to negative power

### A*-n=1/a*n

13

## Expanded form of -a*0

### -(a)*0 or (-1) (a)*0

14

## Expanded form of (-a)*0

### Cannot find

15

## Expanded form of -(-a)*0

### (-1)(-a)*0

16

## What is the definition of base number ?

### The number used as a factor in exponential form

17