Proportions can be solved the same way as finding equivalent fractions. Examples.
^{2}⁄_{3} : ^{?}⁄_{6}^{2}⁄_{3} = ^{2}⁄_{3} x ^{2}⁄_{2} = ^{4}⁄_{6}
Exercises
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Question 1 of 3
1. Question
Match the statements with the same rate of boxes per truck.
Sort elements
 one truck and three box
 four boxes and twelve boxes
 three trucks and twelve boxes

three trucks and nine boxes

two trucks and six boxes

two trucks and eight boxes
Correct 3 / 3 PointsIncorrect / 3 Points 
Question 2 of 3
2. Question
Match the following ratios.
Sort elements
 6⁄20
 4⁄8
 3:2
 10:4
 15 to 9
 3 to 1

3⁄10

2⁄4

6:4

5:2

5 to 3

6 to 2
Correct 5 / 5 PointsIncorrect / 5 Points 
Question 3 of 3
3. Question
Express the following to its lowest terms.
Example
3 to 9 = 1 to 3
[Divide 3 and 9 by 3]

a) 16 : 20 = :
b) 60 : 200 = :
c) 3.50 to 0.75 = to
d) 8 to 12 = to
e) 20 to 50 = to
f) ^{5}⁄_{10} to ^{8}⁄_{12} = ^{1}⁄_{2} to ^{ }⁄_{ }
Correct 12 / 12 PointsIncorrect / 12 Points 