11­13 LT#1­2 practice.notebook
CW
February 17, 2015
P
p.11 (stations)
p.12­13 (all)
Product of Powers Property
Power of a Power Property
am an =
(am)n =
a m
b =
( )
1)
2)
3)
4)
5)
6)
7)
8)
p.11
Power of a Product Property
(ab)m =
Quotient of Powers Property Power of a Quotient Property
am
an =
­­almost
11­13 LT#1­2 practice.notebook
February 17, 2015
­­almost
p.12
Product of Powers Property
Power of a Power Property
Power of a Product Property
am an =
(am)n =
Exponent Review (LT #1­2)
Complete each property.
(ab)m =
Quotient of Powers Property Power of a Quotient Property
a m
b =
( )
am
an =
For 1­16, simplify the expression. Write your answer using exponents.
3)
4)
1)
2)
5)
6)
7)
8)
9)
10)
11)
12)
27x10 + ­6x10
13)
(­10x6)2 x2
14)
15)
r
16)
(­5x)2
11­13 LT#1­2 practice.notebook
February 17, 2015
Remembering
p.13
1) What is the slope of 2)
3)
the line shown?
5)
4)
7)
Which equation could represent the graph?
10)
8)
6)
What missing value in the table could make the function linear?
Which graph has an undefined slope?
9)
Which graph corresponds to the equation y = ­2x + 3?
11­13 LT#1­2 practice.notebook
February 17, 2015
1­4
5­7
check
check
2­4
5­7
8­10
11­13
check
9­10
12­13
Check­in #1 Tomorrow
11­13 LT#1­2 practice.notebook
CW
p.11
February 17, 2015
­­almost
1. Complete each station (help each other)
2. Rotate Clockwise (Right)
3. Repeat until all stations are complete
• Check answers at end of hour
• Correct mistakes
• Complete p.12­13 (all)
P
11­13 LT#1­2 practice.notebook
February 17, 2015
1)
Product of Powers Property Power of a Power Property Power of a Product Property
algebra am an = am + n
(­7)2(­7)
x2 x6 x
algebra (am)n = amn
(n3)6
((m + 1)5)4 algebra (ab)m = ambm
(42 12) 2
(­3n)2
11­13 LT#1­2 practice.notebook
February 17, 2015
2)
Quotient of Powers Property
algebra
am
an
= a
m­n
Power of a Quotient Property
algebra
am
a m
( ) b = bm
11­13 LT#1­2 practice.notebook
3)
February 17, 2015
Multiple properties in 1 problem
(9m3n)4
5 (5x2)4
11­13 LT#1­2 practice.notebook
4)
February 17, 2015
Multiple properties in 1 problem
(2x3y)6
(3m7)4 m3
11­13 LT#1­2 practice.notebook
5)
February 17, 2015
Multiple properties in 1 problem
(2x3)2 x4
4p2 (3p5)2
11­13 LT#1­2 practice.notebook
6)
Multiple properties in 1 problem
February 17, 2015
11­13 LT#1­2 practice.notebook
7)
Multiple properties in 1 problem
February 17, 2015
11­13 LT#1­2 practice.notebook
8)
Multiple properties in 1 problem
February 17, 2015
11­13 LT#1­2 practice.notebook
February 17, 2015
Quiz Tomorrow!
P p.12­13
11­13 LT#1­2 practice.notebook
February 17, 2015
LT #1­2 Quiz Review
p.12
­­almost
Unit 6
Complete each property.
Product of Powers Property
Power of a Power Property Power of a Product Property
am an =
(am)n =
Quotient of Powers Property
Power of a Quotient Property
(ab)m =
a m
b =
()
am
an =
For 1­16, simplify the expression. Write your answer using exponents.
1)
3)
2)
3
4­3
13
5)
4)
6)
4
7)
8)
10x­3
64c3
d6
9)
7
9
11)
10)
166
(­5x)2
25x2
12)
27x10 + ­6x10
x4
16y2
1
13)
21x10
15)
14)
r
65
16)
(­10x6)2 x2
100x
14
3
8
8r3
27t3
1x3
3y12
11­13 LT#1­2 practice.notebook
February 17, 2015
p.13
"Remembering"
1) What is the slope of 2)
Unit 6
3)
the line shown?
4
3
4)
6)
5)
B
A
7)
Which equation could represent the graph?
C
C
8)
What missing value in the table could make the function linear?
D
9)
Which graph corresponds to the equation y = ­2x + 3?
A
D
C
10) Which graph has an undefined slope?
D