USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central...

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USING DISTRIBUTIVE PROPERTY H I P P I T Y H0P P I TY D I S T RI B UTIV E P R O P E R TY Created by Pat Prewitt, Central HS, Beaumont, TX

Transcript of USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central...

Page 1: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

USING DISTRIBUTIVE

PROPERTY

HIP

PIT

Y H0PPIT

Y

DIS

TR

IBU

TI

VE

PR

OPER

TYCreated by Pat Prewitt, Central HS, Beaumont, TX

Page 2: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

This is the Easter BunnyHe brings eggs to good boys and

girls.

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 3: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

This is the Distributive bunnyHe brings numbers to ( )

( x + 3 ) = 8 (2)(2)2

2

5

83-2

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 4: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

So now we have

(2) x + (2)3 = 8

2x + 6 = 8

And we loose the other ( )

Multiply out

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 5: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

Try another with distributive bunny

( 2x + 6 ) = 7 3 (3) (3)

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 6: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

And this gives us

3(2x) + 3(6) = 7

6x + 19 = 7

Remem

ber—loose the other ( )

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 7: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

Try these on your own

1. 3 ( x + 4 ) = 21

2. 2 ( x – 3 ) = 8

3. -2 ( c + 1 ) = -4

4. 2 ( 8 + t ) = 22 Created by Pat Prewitt, Central HS, Beaumont, TX

Page 8: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

Answers 1. 3x +12 = 21 x = 3 2. 2x – 6 = 8 x = 7 3. -2c + -2 = -4 c = 1 4. 16 + 2t = 22 t = 3

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 9: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

( 3 + 5x ) + 5 = 18 5 (5) (5)

Remember: The bunny only give numbers to the ( )

Not in the ( ) no numbers for you.

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 10: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

•So now we have

(5)3 + (5)5x + 5 = 18

15 + 25x + 5 = 18

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 11: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

Try these on your own

1. 3 ( 2x – 1) + 6 = -15

2. 5 ( x – 12 ) + 10 = 100

3. 3x + 2 (5 – x ) = 12 Created by Pat Prewitt, Central HS, Beaumont, TX

Page 12: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

Answers 1. 6x – 3 + 6 = -15 x = -3

2. 5x – 60 + 10 = 100 x = 30

3. 3x + 10 – 2x = 12 x = 2

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 13: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

• Let’s try a hard problem

3 ( x + 7) = 18 – 2

2

5

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(-2) (-2)

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 14: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

So now we have

3 (-2) x + (-2) 7 = 18

3 – 2x + -14 = 18

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 15: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

• Let’s try a harder problem

2 ( x + 7) = 10 –

2

5

83-2

(-) (-)

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 16: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

So now we have

2 (-) x + (-) 7 = 10 2 –x + -7 = 10 2 – 7 – x = 10- 5 – x = 10

Created by Pat Prewitt, Central HS, Beaumont, TX

Page 17: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

Try these

1. 2 – 3 ( x + 4) = 17

2. 6 – 5 (m – 1 ) = 111

3. n – (3n + 4) = -6 Created by Pat Prewitt, Central HS, Beaumont, TX

Page 18: USING DISTRIBUTIVE PROPERTY HIPPITY H0PPITY DISTRIBUTIVE PROPERTY Created by Pat Prewitt, Central HS, Beaumont, TX.

Answers 1. 2 – 3 x – 12 = 17 x = -9

2. 6 – 5m + 5 = 111 m= -20

3. n –3n – 4) = -6 n = 1

2

5

83-2

Created by Pat Prewitt, Central HS, Beaumont, TX