Rules of Exponents Flashcards
learn and apply the propertis of powers
Calculate using the rules of powers.
The result must be expressed as a power!
79 · 712 =
721
Calculate using the rules of powers.
The result must be expressed as a power!
1310 : 137 =
133
Calculate using the rules of powers.
The result must be expressed as a power!
(173)5 =
1715
Calculate using the rules of powers.
The result must be expressed as a power!
249 : 49 =
69
Calculate using the rules of powers.
The result must be expressed as a power!
115 · 25 =
225
Write down the formula for the following property of powers:
“product of two powers with the same base”
bm · bn = bm+n
Write down the formula for the following property of powers:
“quotient of two powers with the same base”
bm : bn = bm-n
Write down the formula for the following property of powers:
“power of a power”
(am)n = am·n
Write down the formula for the following property of powers:
“product of two powers with the same exponent”
am · bm = (a·b)m
Write down the formula for the following property of powers:
“quotient of two powers with the same exponent”
am : bm = (a:b)m
Calculate:
30 =
03 =
13 =
31 =
00=
30 = 1
03 = 0
13 = 1
31 = 3
00 = undefined