It looks like the image contains a problem where you're asked to "Label the coordinates of the intersection points in the graph based on the table of values given in problem 19." Additionally, it shows a table with some options for points such as $(14.25, 6)$, $(48, 48)$, $(5, 48)$, $(3, 3)$, and $(1, 3)$.

However, I can't see the graph from problem 19 itself, so I don't have the reference table or function to analyze which points intersect.

Could you provide additional information about the graph or the table from problem 19, or upload another image that includes that part? That way, I can assist you with determining the correct intersection points.

Would you like to proceed with that or ask something else?

Here are 5 relevant questions you might be thinking about:

1. What are the functions being graphed in problem 19?
2. What is the explicit equation for the arithmetic or geometric sequence mentioned?
3. How do you find intersection points between two graphs?
4. What method can you use to check if a point lies on a graph?
5. How do you graph a function given a set of points?

Tip: When analyzing graphs, intersection points occur where two functions have the same values for both $x$ and $y$.