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½ ¾ Chris Clements Fractions Equivalent Fractions ¼

½ ¾ Chris Clements Fractions Equivalent Fractions ¼

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Page 1: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

½

¾ Chris Clements

Fractions

Equivalent Fractions

¼

Page 2: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

<date>

Learning Objective:

LO: I can use diagrams to find equivalent fractions .

Page 3: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

What are equivalent fractions?

Equivalent fractions are fractions with the same value.

Sometimes it is very difficult to find equivalent fractions because the digits used in the

fractions are completely different.

12

is the same as 36

Can you see how all the digits

are different?

Page 4: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

Shapes can be used to show two or more fractions are equivalent.

1 2

36

How can we show;

is equivalent to

?

1 2

36

What do you notice?

Although the digits are different the amount of shaded area is the same for both fractions.

Page 5: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

Identify the fractions that are equivalent.

68

12

34

13

26

12

Page 6: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

Identify the fractions that are equivalent.

46

612

13

12

3 5

410

1 2

820

70100

710

3 5

3 4

Page 7: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

1) Look carefully at the shaded shapes 2) Dismiss the shaded shapes that are not

equivalent3) Record the fractions that are equivalent

Fractions of shape

Steps to success

Step 1) Look carefully at the shaded shapes

Step 2) Dismiss any shapes that you think are not equivalent.

Step 3) 612

12

and are equivalent.

Page 8: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

Activity

<type here>

Page 9: ½ ¾ Chris Clements Fractions Equivalent Fractions ¼

Plenary

Which of these shapes have 13

shaded.

25

36

412

26

Which fractions are equivalent;

25

510

13

14

12