Checking and securing converting mixed numbers to improper fractions

12 questions

1. Match together each type of fraction with an example of that fraction.
2. Write the correct symbol (<, > or =) to make the statement true: 236 ÷ 237 ___ 1
3. Match each statement to the symbol that should go in the box to make each statement true.
4. Aisha writes: \frac{17} {6} = \square \frac {5}{6}. Jun should write the number ___ in the box.
5. Izzy writes: \frac{23} {4} = 5 \frac {\square}{4}. Izzy should write the number ___ in the box.
6. Match each improper fraction to its equivalent mixed number.
7. Fractions where the numerator is greater than or equal to the denominator are called ___ fractions.
8. The integer that is equivalent to the fraction 20 \over 4 is ___.
9. Write 4\frac{2}{3} as an improper fraction.
10. Write the correct symbol (<, > or =) to make the statement true: 15 \frac {1}{4} ___ \frac {31}{2}
11. Starting with the smallest, put these fractions and mixed numbers in order of size.
12. A gardener puts up a fence around a rectangular garden. Each fence panel is 1 metre long and costs £35. What is the total cost of the fencing? £___

License: OGL