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Last updated 7:38 PM on 6/11/26
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23 Terms

1
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Square 1

1

2
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Sqaure 2

4

3
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Square 3

9

4
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Square 4

16

5
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Square 5

25

6
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Square 6

36

7
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Square 7

49

8
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Square 8

64

9
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Square 9

81

10
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Square 10

100

11
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Square 11

121

12
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Square 12

144

13
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If it is a number base, just show it."

5² = 25 and 34=813^4=81

14
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<p>What do you do when multiplying powers with the same base? Ex:x^a. $$x^b$$</p>

What do you do when multiplying powers with the same base? Ex:x^a. xbx^b

X^aa . x^b= x^a+b

<p>X^$$a$$ . x^b= x^a+b</p>
15
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<p>What do you do when dividing powers with the same base? Ex:x^a/a^</p>

What do you do when dividing powers with the same base? Ex:x^a/a^

Subtract the exponents (left to right). Ex:X^a/ x^b= x^a-b

<p>Subtract the exponents (left to right). Ex:X^a/ x^b= x^a-b</p>
16
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<p>When you have a power raised to another power , what do you do? Ex:((X^a)^b</p>

When you have a power raised to another power , what do you do? Ex:((X^a)^b

Multiply the exponents.

<p>Multiply the exponents.</p>
17
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<p>When terms have coefficients AND variables with exponents, what do you do? Ex:</p><img src="blob:file:///b238bb45-0a45-4cd6-b73e-18bd510fe88a"><p></p>

When terms have coefficients AND variables with exponents, what do you do? Ex:

Combine coefficients and apply the exponent rule separately.

<p>Combine coefficients and apply the exponent rule separately.</p><img src="blob:file:///fafcb7b9-0f3e-4bf1-b097-8cce2a10a836"><p></p>
18
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<img src="blob:file:///76b96dd6-7e59-41f8-ba50-fd551d317525"><p>Decimal and precents</p>

Decimal and precents

0.5 → 50%

19
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<img src="blob:file:///102ee85b-4a47-40cf-96ee-16ba10dd819d"><p>Decimal and precent</p>

Decimal and precent

0.333 and 33.3%

20
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<img src="blob:file:///a6351e54-e9f5-47ba-9f60-58a54ae55885"><p>Decimal and precent</p>

Decimal and precent

0.25 and 25%

21
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<img src="blob:file:///9aa711fc-c5d1-407f-b587-cce9c8e4a414"><p>Decimal and precent</p>

Decimal and precent

0.6 and 60%

22
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7/10, decimal and percent

0.7 and 70%

23
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1/8Decimal and precent

0.125 and 12.5%