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Ratio
Ratio – is a comparison of two or more
numbers or quantities.
• 4 apples to 8 avocados
- 4:8 or Four is to eight or
4
8
-
4
8
÷
4
4
=
1
2
or 1:2 is the equivalent ratio
- Equivalent ratio are obtained by reducing the ratio
to lowest terms by getting the GCF.
Colon Form Fraction Form
4:8
4
8
2:4
2
4
1:2
1
2
The first and second numbers refer to the
first and second quantities, respectively. Thus,
4:8 is different from 8:4
The colon (:) and fraction bar ( ̶ ) are both
read as “is to”.
The ratio can be written in colon form and
in fraction form.
Example:
The number of girls in the room are 12 and
the boys are 10. What is the ratio of
girls to boys?
girls : boys = 12:10 or
12
10
12
10
÷
2
2
=
6
5
Try:
Express each ratio to its simplest form.
8
10
=
5
15
=
9
12
=
8
10
÷ 2
2
=
4
5
5
15
÷
5
5
=
1
3
9
12
÷
3
3
=
3
4
Ratio 5
Ratio 5
Ratio 5
Ratio 5
Ratio 5
Ratio 5
Ratio 5
Ratio 5
Ratio 5
Ratio 5

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Ratio 5

  • 2. Ratio – is a comparison of two or more numbers or quantities. • 4 apples to 8 avocados - 4:8 or Four is to eight or 4 8 - 4 8 ÷ 4 4 = 1 2 or 1:2 is the equivalent ratio - Equivalent ratio are obtained by reducing the ratio to lowest terms by getting the GCF.
  • 3. Colon Form Fraction Form 4:8 4 8 2:4 2 4 1:2 1 2 The first and second numbers refer to the first and second quantities, respectively. Thus, 4:8 is different from 8:4 The colon (:) and fraction bar ( ̶ ) are both read as “is to”. The ratio can be written in colon form and in fraction form.
  • 4. Example: The number of girls in the room are 12 and the boys are 10. What is the ratio of girls to boys? girls : boys = 12:10 or 12 10 12 10 ÷ 2 2 = 6 5
  • 5. Try: Express each ratio to its simplest form. 8 10 = 5 15 = 9 12 = 8 10 ÷ 2 2 = 4 5 5 15 ÷ 5 5 = 1 3 9 12 ÷ 3 3 = 3 4