Simplifying Surds

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Simplifying Surds

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Simplifying Surds. What is a surd?. A number that can NOT be written a fraction Can be written as a non-terminating decimal Otherwise known as an irrational number Examples π √ 3 2 + √5. Simplifying?. √36. = 6. = 2 x 3. = √4 x √9. √36. = √4 x √9. Simplify √50. - PowerPoint PPT Presentation

Transcript of Simplifying Surds

Page 1: Simplifying Surds

Simplifying Surds

Page 2: Simplifying Surds

What is a surd?

• A number that can NOT be written a fraction– Can be written as a non-terminating decimal

• Otherwise known as an irrational number

• Examples– π– √3– 2 + √5

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Simplifying?

√36 = 6 = 2 x 3 = √4 x √9

√36 = √4 x √9

baba

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Simplify √50

50 225

225 25

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Simplify √72

72 89

243 83

223 26

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Simplify √12 x √27

12 34

3332

32

3332 18

27 39 33

√12 x √27

332

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Or √12 x √27 =

√(12 x 27) = √324 = 18

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Simplify 3

1030

1030 300

1003 310

3

310

3

1030

So 10

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In algebra

182 x

18x 29

Solve the equation

Give answer as surd in simplest terms

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