Answer:
Explanation:
To write an explicit formula for the number of tulips after n years, we can establish a pattern. Mark starts with 60 tulips and adds 14 more each year. So, for each year, we can express the number of tulips as follows:
Year 1: 60 + 14
Year 2: (60 + 14) + 14
Year 3: ((60 + 14) + 14) + 14
Year 4: (((60 + 14) + 14) + 14) + 14
Notice that for each year, we add 14 to the previous year's total. This pattern continues. Therefore, we can represent the number of tulips after n years using the explicit formula:
Number of tulips (Tn) = 60 + 14n
Where:
- Tn represents the number of tulips after n years.
- 60 represents the initial number of tulips.
- 14n represents the additional tulips added each year for n years.