Powers
Exponents
Radicals
Properties
Square Roots
100
5º
What is 1
100
(-2)2
What is 4
100
∛1000
What is 10
100
Name the property that is illustrated in this equation:
a+b=b+a
What is Commutative Property of Addition
100
√36
What is 6
200
A square can be used as a geometric model for which power?
What is "squared" or a power of 2: a^2
200
(-4)3
What is -64
200
∛125
What is 5
200
Name the property that is illustrated in this equation:
(a+b)+c = a+(b+c)
What is Associative Property of Addition
200
√25
What is 5√1
300
A cube can be used as a geometric model to represent what power:
What is "cubed" or the power of 3: a^3
300
45
What is 1,024
300
4√16
What is 2
300
Use the distributive property to simplify this equation:
3(2a+3)
What is 6a+9
300
√49
What is 7
400
Write this number as a power with the given base:
36; base 6
What is 6^2
400
(-6)3
What is -216
400
∛1
What is 1
400
Use the distributive property to simplify this equation:
11(t+6)
What is 11t+66
400
√100
What is 10
500
Write this number as a power with the given base:
8; base 2
What is 2^3
500
35
What is 243
500
∛343
What is 7
500
Name the property that is illustrated in this equation:
(5+8)+2 = (8+5)+2
What is the Commutative Property of Addition
500
√81
What is 9