Math Vocabulary And Formula Module 2.1 Flashcards
Common base under multiplication
Am •An= A*m+n
What is the definition of power
Represented by the exponent n, to which a number is used as a factor n times
Uncommon base under multiplication
Am • Bm = (a•b)*m
Raising a power to power
(Am)n = A*mn
Common base under division
Am/An=A*m-n
Raising a quotient to a power
(Am/bm)o= amo/b*mo
Uncommon base raised to a power
(A/B)n= an/b*n
Raised to the 0th power without parentheses
A*0=1
Negative base raised to the 0th power in parenthesis
(-a)*0=1
Base raised to the 0th power with negative outside parentheses
-(a)*0=-1
Negative base raised to the 0th power with negative outside parenthesis
-(-a)*0=-1
Base raised to negative power
A-n=1/an
Expanded form of -a*0
-(a)0 or (-1) (a)0
Expanded form of (-a)*0
Cannot find
Expanded form of -(-a)*0
(-1)(-a)*0