1. How can an expression or process be determined for an arithmetic sequence? 2. What functions combine to create an explicit formula for arithmetic sequences? 3. What possible restrictions exist on domains and ranges of arithmetic sequences? 4. How can an expression or process be determined for an arithmetic series? 5. How can an expression or process be determined for a geometric sequence? 6. What functions combine to create an explicit formula for geometric sequences? 7. What possible restrictions exist on domains and ranges of geometric sequences? 8. How do geometric sequences and series differ? 9. What important information must be included to find a sum of a geometric series? 10. How is sigma notation used to evaluate a series? 11. What key features are unique to the graphs of sequences and series? 12. How can the average rate of change be found using a discrete graph?