The Laws of Exponents (7.2) - leave as a power
The Laws of Exponents (7.2) - evaluate
Working with Integer Exponents (7.3) - leave as a positive exponent
Working with Integer Exponents (7.3) - evaluate
Mixed Review
100
4
3
x 4
5
What is 4
8
100
(7
2
)(7)
What is 343
100
4
-6
What is 1/4
6
100
2435234
0
What is 1
100
Evaluate -3424323
0
What is -1
200
6
16
÷ 6
11
What is 6
5
200
9
3
÷ 9
What is 81
200
(7/3)
-3
What is (3/7)
3
200
5
-2
What is 1/25
200
Leave as a power: 1/8
-2
What is 8
2
300
(2
3
)
4
What is 2
12
300
(3
2
)
2
What is 81
300
(-1/2)
-3
What is (-2/1)
3
300
(1/2)
-2
What is 4
300
Evaluate (5/2)
-2
What is 4/25
400
3(3
5
) ÷ 3
3
What is 3
3
400
5
9
÷ (5
3
)
2
What is 125
400
9
-7
x 9
3
What is (1/9)
4
400
3
2
÷ 3
4
What is 1/9
400
Leave as a power: 2
6
x 2
-4
x 2
0
What is 2
2
500
(7
8
)(7
5
)
2
What is 7
18
500
10(10
5
)(10
3
) ÷ (10
3
)
2
What is 1000
500
6
-3
÷ 6
3
What is (1/6)
6
500
((4
2
)
2
)
-2
What is 1/65536
500
Evaluate 3
2
x 2
4
What is 144
Continue
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Exponents Jeopardy (Review or 7.2 & 7.3)
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