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Equivalent Fractions

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Fractions that represent the same part-to-whole relationship are called equivalent fractions. ... Write two fractions that are equivalent to ... – PowerPoint PPT presentation

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Title: Equivalent Fractions


1
Equivalent Fractions
  • 4.3

2
Objective
  • You will be able to write equivalent fractions.
  • Word watch
  • -fraction
  • -numerator
  • -denominator
  • -equivalent fractions
  • -simplest form

3
In the real world
  • Aquarium There are 10 fish in an aquarium, and 2
    of them are goldfish. What fraction of the fish
    in the aquarium are goldfish?

4
a b
  • A fraction is a number of the form (b0)
  • where a is called the numerator and b is called
    the denominator.
  • A fraction is used to describe equal parts of a
    whole.
  • Fractions that represent the same part-to-whole
    relationship are called equivalent fractions.

/
5
Identifying Equivalent Fractions
  • The fish in the aquarium described before are
    arranged below. Write two equivalent fractions.

2 10
Number of goldfish Number of total fish

1 5
Number of groups of 2 goldfish Number of groups
of 2

2 10
1 5
The fractions and are equivalent
fractions because they represent the same
part-to-whole relationship.
6
Writing Equivalent Fractions
6 8
  • Write two fractions that are equivalent to
  • 1) Multiply or divide the numerator and the
    denominator by the same number to find an
    equivalent fraction.

6 x 3 8 x 3
18 24
6 8

Multiply numerator AND Denominator by 3.

6 8
3 4
6 / 2 8 / 2
Divide numerator AND denominator by 2, a
common factor of 6 and 8.


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9
  • A fraction is in simplest form if its numerator
    and denominator have 1 as their GCF.
  • To simplify a fraction, you divide its numerator
    and denominator by their GCF.

10
Simplifying Fractions
  • Write the fraction in simplest form.

1) Find the GCF of the two numbers 2) Divide
both numerator denominator by the GCF.
8 1 , 2 , 4 , 8
8 28
28 1, 2 , 4 , 7 , 14 , 28
GCF 4
/ 4 / 4
8 28
2 7

11
Simplifying Fractions
  • Write the fraction in simplest form.

1) Find the GCF of the two numbers 2) Divide
both numerator denominator by the GCF.
8 1, 2, 4, 8
8 15
15 1, 3, 5 , 15
GCF 1
/ 1 / 1
8 15
8 15
The fraction is in simplest form.

12
? YOUR TURN ?
  • Write the fraction in simplest form.

14 1, 2, 7, 14
14 34
34 1, 2, 17, 34
GCF 2
14 34
/ 2 / 2
7 17

13
THOUGHT OF THE DAY!
  • A snail can sleep for three years.

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14
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