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Facts about Square Roots 2 4 2 2 18 3 6

Facts about Square Roots. Facts about square roots

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Page 1: Facts about Square Roots. Facts about square roots

Facts about Square Roots

2422

1836

Page 2: Facts about Square Roots. Facts about square roots

Facts about square roots

3

11

9

121

9

121

25

10

25

100

25

100

Page 3: Facts about Square Roots. Facts about square roots

Simplify a Square Root

• Steps:• Make a factor tree• Look for pairs• Circle on member of the pair• Cross out the other member of the pair• What is left over put in the box

Page 4: Facts about Square Roots. Facts about square roots

Example:

28

4 7

2 2 7

2 7

Page 5: Facts about Square Roots. Facts about square roots

Example:

120

12 10

2 2

5

2 5

24 3

3 2 5

23 302

Page 6: Facts about Square Roots. Facts about square roots

Example:

200

20 10

2 2

5

2

24 5

5 2 5

25 210

Page 7: Facts about Square Roots. Facts about square roots

How do you know if you are right?

Square the outside and multiply by the inside

21010

210

Page 8: Facts about Square Roots. Facts about square roots

You Try

302

Page 9: Facts about Square Roots. Facts about square roots

Check this out!

24232 We view the square root of two as a term like xSo, if you have one square root of two and you

add three square roots of two then you have four square roots of two

Page 10: Facts about Square Roots. Facts about square roots

The Key is….

You must have the same value inside the square roots before you combine them

Counter Example

Do not combine. They are different!

23

Page 11: Facts about Square Roots. Facts about square roots

When adding or subtracting

• Check first to see if they are simplified

• See if the terms inside the square root symbols are the same

• Combine only the same terms

Page 12: Facts about Square Roots. Facts about square roots

You can do it!

• Practice

• Practice

• Practice