You have to find the reciprocal of a common fraction in order to divide fractions. The reciprocal of a common fraction is its invert.
Example:
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Question 1 of 5
1. Question
Find the reciprocal of each number.

^{1}⁄_{4} = ^{ }⁄_{ }
^{2}⁄_{3} = ^{ }⁄_{ }
^{7}⁄_{9} = ^{ }⁄_{ }
4 = ^{ }⁄_{ }
1^{1}⁄_{3} = ^{ }⁄_{ }
Correct 10 / 10 PointsIncorrect / 10 Points 

Question 2 of 5
2. Question
Calculate.

2^{1}⁄_{6} ÷ 4 = ^{ }⁄_{ } x ^{ }⁄_{ } = ^{ }⁄_{ }
^{2}⁄_{7} ÷ ^{1}⁄_{3} =^{ }⁄_{ } x ^{ }⁄_{ } = ^{ }⁄_{ }
^{2}⁄_{5} ÷2 ^{4}⁄_{5} =^{ }⁄_{ } x ^{ }⁄_{ } = ^{ }⁄_{ }
2 ÷ ^{1}⁄_{2} =^{ }⁄_{ } x ^{ }⁄_{ } = ^{ }⁄_{ } =
^{5}⁄_{6} ÷ ^{2}⁄_{5} = ^{ }⁄_{ } x ^{ }⁄_{ } = ^{ }⁄_{ } = ^{ }⁄_{ }
Correct 34 / 34 PointsIncorrect / 34 Points 

Question 3 of 5
3. Question
How many ^{1}⁄_{4} litres of orange juice can I get from 4 litres of orange juice?

Working:
÷ ^{ }⁄_{ } = ^{ }⁄_{ } x ^{ }⁄_{ } = ⇐ Answer
CorrectIncorrect 

Question 4 of 5
4. Question

Working:
^{ }⁄_{ } ÷ ^{ }⁄_{ } = ^{ }⁄_{ } x ^{ }⁄_{ } =
Answer = slices
Correct 10 / 10 PointsIncorrect / 10 Points 

Question 5 of 5
5. Question
A dress length measures 2^{2}⁄_{3} metres. How many dress lengths can be cut from a roll of material measuring 14^{4}⁄_{5}?

^{ }⁄_{ } ÷ ^{ }⁄_{ } =
^{ }⁄_{ } ÷ ^{ }⁄_{ }=
^{ }⁄_{ } x ^{ }⁄_{ }=^{ }⁄_{ } = ^{ }⁄_{ }
Answer = ^{ }⁄_{ }
Correct 22 / 22 PointsIncorrect / 22 Points 