1 standard 1.2 multiplying fractions problem 1 problem 4problem 3 problem 2 problem 5 problem...

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1

STANDARD 1.2

MULTIPLYING FRACTIONS

PROBLEM 1

PROBLEM 4PROBLEM 3

PROBLEM 2

PROBLEM 5

PROBLEM 8PROBLEM 7

PROBLEM 6

PROBLEM 9

AREA OF A RECTANGLE

EQUIVALENT FRACTIONS

END SHOW

PRESENTATION CREATED BY SIMON PEREZ. All rights reserved

2

1.2 Add, subtract, multiply and divide rational numbers and take positive rational numbers to whole-number powers

1.2 Sumar, restar, multiplicar y dividir números racionales y elevar números positivos racionales a potencias de enteros.

GRADE 7: Number Sense

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3

Area of a Rectangle

L

A = L W

where:

W= width

L= length

A= areaW

STANDARD 1.2

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4

Find the area of the following rectangle.

7 in

A = L W

where:

W= 4 in

L= 7 in

A= ?

4 in

A = (7in)(4in)

A = 28 in2

The area of the rectangle is 28 square inches.

STANDARD 1.2

PRESENTATION CREATED BY SIMON PEREZ. All rights reserved

5

of12

12

= 14

12

12

= 14

12

12

STANDARD 1.2

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6

22

33

44

66

EQUIVALENT FRACTIONS

= 24

= 36

= 48

= 6 12

FRACTION in lowest terms FRACTION IN HIGHEST TERMS

GOING FROM lowest terms to HIGHEST TERMS

12

12

12

12

= 12

STANDARD 1.2

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7

24

....

22

= 12

36

....

33

= 12

48

....

44

= 12

612

....

66 = 1

2

=12

FRACTION in lowest terms FRACTION IN HIGHEST TERMS

EQUIVALENT FRACTIONS

GOING FROM HIGHEST TERMS to lowest terms

STANDARD 1.2

PRESENTATION CREATED BY SIMON PEREZ. All rights reserved

8

of13

34

= 312

34

13

= 312

13

34

STANDARD 1.2

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9

of13

34

= 312

34

13

= 312

13

34

STANDARD 1.2

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10

of13

34

= 312

34

13

13

14

....

33

= 1 4 Why?

= 312 = 1

4

FRACTION in lowest termsFRACTION IN HIGHEST TERMS

STANDARD 1.2

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11

12

112

of12

212

= 224 = 2

2412

212

STANDARD 1.2

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12

12

of12

212

= 224

12

212

= 112

Why?

....

22

112

FRACTION in lowest termsFRACTION IN HIGHEST TERMS

= 224

= 112

STANDARD 1.2

PRESENTATION CREATED BY SIMON PEREZ. All rights reserved

13

12

14

of12

14

= 18 = 1

812

14

What happens when we multiply numbers greater than 1?

(3)(5) = 15

15 is greater than 3 and 5.

So, when we multiply numbers greater than 1 we get a bigger number that any of them.

When we multiply numbers smaller than 1, we get a number smaller than any of them.

Can you observe that multiplying numbers less than 1 we have one smaller that any of the

numbers in the product?18 is less than and .1

214

STANDARD 1.2

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14

12

14

of12

14

= 18 = 1

812

14

STANDARD 1.2

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15

12

34

of12

34

= 38 = 3

812

34

STANDARD 1.2

PRESENTATION CREATED BY SIMON PEREZ. All rights reserved

16

12

23

of23

12

= 26 = 2

623

12

STANDARD 1.2

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17

12

23

of23

12

= 26

23

12

= 13 Why?

....

22

FRACTION in lowest termsFRACTION IN HIGHEST TERMS

= 26

= 13

STANDARD 1.2

PRESENTATION CREATED BY SIMON PEREZ. All rights reserved

18

34

34

of34

34

= 916

34

34

= 916

STANDARD 1.2

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19

34

56

of34

56

=1524

34

56

=1524

STANDARD 1.2

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20

34

56

of34

56

=1524

34

56

=1524

STANDARD 1.2

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21

34

56

of34

56

=1524

34

56

....

33

= 5 8 Why?

FRACTION in lowest termsFRACTION IN HIGHEST TERMS

=1524

= 5 8

STANDARD 1.2

PRESENTATION CREATED BY SIMON PEREZ. All rights reserved

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