Simplifying and equivalent fractions
+ - x /
Fraction of an amount
Algebraic fractions
Mixed Numbers
100

Simplify 4/12


1/3 

100

3/5+1/5

4/5

100

Find 1/2 of 86

43

100

x/5 times 4x/9

4x2/45

100

Convert into a mixed number 29/3

9 and 2/3

200

Simplify 28/35

4/5

200

2/7+3/4

29/28

200

Find 3/5 of 120

72

200

x/3 divided by x/4

4/3

200

Convert 3 and 4/5 into an improper fraction

19/5

300

Simplify 147/51

49/17

300

3/5 divided by 4

3/20

300

In a class there are 48 students. 3/8 of the students wear glasses. How many students do not wear glasses?

30

300

x+4/3 plus x+1/2

(5x+11)/6

300

Arrange the following from smallest to largest

23/4

37/7

11/2

37/7

11/2

23/4

400

Simplify 8a2b3/16ab2

ab/2

400

2 and 3/5 divided by 4

13/20

400

Connor has saved £450. He spends 1/5 on a new tyre for his car. Connor spends 2/3  on a new guitar. What fraction of the £450 does Connor have left? Give your answer in it's simplest form.

2/15

400

(4x-7)/10 - (2x-9)/3

(69-8x)/30

400

15 and 3/4 - 8 and 5/6. Give your answer as a mixed number

6 and 11/12

500

(15a2b- 1a3b)/27ab4

5a-7a2/9b3

500

3/5 x 4/7 divided by 9 and  1/3. Give your answer in its simplest form

9/49

500

There are two parties to vote for in a local election, the Purple Party or the Red Party. 21840 people voted in total for the two parties. 

5/8 of the people who voted were over 50. 

2/3 of the people aged over 50 voted for the Red Party 

9/10 of the people aged 50 or under voted for the Purple Party. 

Which party received the most votes and how many more did they win by?


Purple party. 200 votes

500

Solve

(2x-1)/4 + (x-3)/5 = 3

x = 5.5

500

4 and 2/3 +5 and 1/7  x 1 and 1/9. Give your answer as a mixed number

10 and 8/21