Representing geometric sequences graphically

12 questions

1. Which type of sequence is represented by this graph?
2. How can you tell that the sequence 17, 24, 31, 38, 45, ... is arithmetic?
3. How can you tell that the sequence 0.02, 0.2, 2, 20, 200, ... is geometric?
4. Sofia plots the graph of this arithmetic sequence. Which of these coordinates should Sofia plot?
5. Which of these will be one of the first five terms in the geometric sequence that has a first term of 1.25 and a common ratio of 2?
6. The missing 2^{\text{nd}} term of this geometric sequence is ___.
7. This graph of n (term number) against T (term value) could represent which of these types of sequences?
8. Jacob plots the graph of this geometric sequence. Which coordinates should Jacob plot?
9. How do you know that this graph might represent a geometric sequence?
10. What do you know about the common ratio of this geometric sequence?
11. Which of the below could be the ratio of this geometric sequence?
12. You can draw a line through the points of this geometric sequence because it is modelling data that is ...

License: OGL