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Cards (18)
When
multiplying
exponents merge superscript
Always have
1
= sign per line!!!
Product Rule - You can add exponents with same
base
number
P
r
o
d
u
c
t
r
u
l
e
−
2
3
x
2
2
=
Product rule - 2^3 x 2^2 =
P
ro
d
u
c
t
r
u
l
e
−
2
3
x
2
2
=
2
5
2^5
2
5
1
0
4
/
1
0
6
=
10^4 / 10^6 =
1
0
4
/1
0
6
=
1
/
1
0
2
1/10^2
1/1
0
2
Product rule
a
m
∗
a^m *
a
m
∗
a
n
=
a^n =
a
n
=
a
(
m
+
n
)
a^(m+n)
a
(
m
+
n
)
Power of Power Rule -
Multiply power
of
powers
P
F
P
R
−
(
2
3
)
3
=
PFPR - (2^3)^3 =
PFPR
−
(
2
3
)
3
=
2
9
2^9
2
9
Q
u
o
t
i
e
n
t
−
8
6
/
8
4
=
Quotient - 8^6 / 8^4 =
Q
u
o
t
i
e
n
t
−
8
6
/
8
4
=
8
2
8^2
8
2
N
e
g
Q
u
o
−
1
0
4
/
1
0
6
=
Neg Quo - 10^4 / 10^ 6 =
N
e
g
Q
u
o
−
1
0
4
/1
0
6
=
1
/
1
0
2
1/10^2
1/1
0
2
IDK rule
I
D
K
R
U
L
E
−
(
a
b
)
n
=
IDK RULE - (ab)^n =
I
DK
R
UL
E
−
(
ab
)
n
=
a
n
b
n
a^n b^n
a
n
b
n
Power rule for brackets - Since
exponents
apply to
entire brackets
,
individual parts
can be
separated.
PRQ -
P
o
w
e
r
R
u
l
e
Q
u
o
t
i
e
n
t
−
(
a
/
b
)
n
=
Power Rule Quotient - (a/b)^n =
P
o
w
er
R
u
l
e
Q
u
o
t
i
e
n
t
−
(
a
/
b
)
n
=
a
n
/
b
n
a^n/b^n
a
n
/
b
n
Zero Exponent
- If the number is Exponent = 0, it is equal to one
X
e
r
o
X
p
o
n
e
n
t
−
a
0
=
Xero Xponent - a^0 =
X
ero
Xp
o
n
e
n
t
−
a
0
=
1
1
1
Negative exponent - If a exponent in a fraction is
negative
, make it positive and move it to the other side
Neg exponent =
N
e
g
E
x
p
−
(
a
/
b
)
−
N
=
NegExp - (a/b)^-N =
N
e
g
E
x
p
−
(
a
/
b
)
−
N
=
(
b
/
a
)
n
(b/a)^n
(
b
/
a
)
n
NEGITIVE EXPONENTS GO TO THE
BOTTOM
(Lower area of fraction)