A method of comparing values.
A ratio is a comparison of quantites measured in the same units. A ratio can be written in a ratioform as 3:6 or in a fraction form as 3/6. Similar to fractions, ratios can be written with terms that have no common factors or in simplist form

Ratio And Proportion Examples

1. Writing each ratio in simplist form.
a) 6:12 ---> 3:6 divide by a comman factor.
b) 15:5 ---> 3:1
c) 16: 40 ---> 4:10
d) 100:30 ---> 10:3

2. Solving Equations.
a) 2:5=20:x
20:50
x=50
b) x:14=3:7
6:14
x=6
c) 15:11=150:x
150:110
x=110

Word Problems

3. The ratio of tickets sold for adults, students, and children was 12:8:3
a) If 432 adult tickets were sold, how many student tickets were sold? Adult : Students : Children
12 : 8 : 3
432 : 288 : 108
b) If tickets cost $1.75 for adults, $1.25 for students, and $0.50 for children, how much money was collected?
432/$1.75 = $246.86 for every adult
288/$1.25 = $230.40 for every student
108/$0.50 = $216.00 for every child

Ratio and Proportion Practice

1. Write the ratio to compare each quantity to its total. Expree each ratio in simplist form.
a) 5 kg of potassium in 20 kg of ferilizer
b) 12g of fat in 96 g of meat
c) 12 L of water in 14 L of juice
d) 40 mL of chlorine in 850 mL of solution

2. Seven out of ten people prefer Fresh toothpaste. How many would prefer Fresh in a group of 120 people?

3. Write the ratio of dogs to cats.

4. To convert from centimetre to inches, you can use the fact that a 30-cm ruler is just over 12 inches long. A person is 160 cm tall. What is the persons's approximate height, in inches?

Some Fun Video's That Explain More on Ratio and Proportions!

A Website Filled with Fun Games On Ratio and Proportion!

Ratio and ProportionsRatio and Proportions TutorialA method of comparing values.

A ratio is a comparison of quantites measured in the same units. A ratio can be written in a ratioform as 3:6 or in a fraction form as 3/6. Similar to fractions, ratios can be written with terms that have no common factors or in simplist form

Ratio And Proportion Examples1. Writing each ratio in simplist form.

a) 6:12 ---> 3:6 divide by a comman factor.

b) 15:5 ---> 3:1

c) 16: 40 ---> 4:10

d) 100:30 ---> 10:3

2. Solving Equations.

a) 2:5=20:x

20:50

x=50

b) x:14=3:7

6:14

x=6

c) 15:11=150:x

150:110

x=110

3. The ratio of tickets sold for adults, students, and children was 12:8:3Word Problemsa) If 432 adult tickets were sold, how many student tickets were sold?

Adult : Students : Children12 : 8 : 3

432 : 288 : 108

b) If tickets cost $1.75 for adults, $1.25 for students, and $0.50 for children, how much money was collected?

432/$1.75 = $246.86 for every adult

288/$1.25 = $230.40 for every student

108/$0.50 = $216.00 for every child

1. Write the ratio to compare each quantity to its total. Expree each ratio in simplist form.Ratio and Proportion Practicea) 5 kg of potassium in 20 kg of ferilizer

b) 12g of fat in 96 g of meat

c) 12 L of water in 14 L of juice

d) 40 mL of chlorine in 850 mL of solution

2. Seven out of ten people prefer Fresh toothpaste. How many would prefer Fresh in a group of 120 people?

3. Write the ratio of dogs to cats.

4. To convert from centimetre to inches, you can use the fact that a 30-cm ruler is just over 12 inches long. A person is 160 cm tall. What is the persons's approximate height, in inches?

Some Fun Video's That Explain More on Ratio and Proportions!

http://ca.ixl.com/math/grade-9/identify-equivalent-ratiosA Website Filled with Fun Games On Ratio and Proportion!When done with game click on another topic under Ratio and Proportions on thje side board.

## By Abbie Lawrie and Sarah Bessette