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The problem states that Finlay attends a cookery class for the first time on 9 April 2012, and the class is held every two weeks. You are asked to calculate the date of his 5th class.

### Step-by-Step Solution:
1. **Initial date**: 9 April 2012.
2. **Class frequency**: Every two weeks means 14 days between each class.
3. **Find the date of the 5th class**:
   - 2nd class: 9 April 2012 + 14 days = 23 April 2012.
   - 3rd class: 23 April 2012 + 14 days = 7 May 2012.
   - 4th class: 7 May 2012 + 14 days = 21 May 2012.
   - 5th class: 21 May 2012 + 14 days = 4 June 2012.

### Answer:
The date of Finlay's 5th class is **04/06/2012**.

Would you like more details or have any questions? Here are some related problems to expand your understanding:

1. What would the date be for the 10th class?
2. If Finlay skipped every 3rd class, when would he attend his 5th class?
3. How many classes would Finlay attend by the end of 2012?
4. What is the total number of days between his first and 20th class?
5. If the class were held every 10 days, what would the date of the 5th class be?

**Tip**: Adding days to dates can be made easier by breaking the months down by how many days they have!

Finlay goes to a cookery class for the first time on 9 April 2012. The class occurs every two weeks. If Finlay goes to every class, work out the date of his 5th class. Give your answer in the format dd/mm/yyyy.

Learn how to calculate the date of Finlay's 5th cookery class, which occurs every two weeks starting from 9 April 2012. This problem involves basic date addition and arithmetic concepts. Suitable for students in Grades 5-7.

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