I can analyze the image to extract the mathematical content. Let me extract and process the details.The problem involves identifying the coordinates of a marked point in a figure, translating it 5 units to the left and 7 units up, and providing the coordinates of the point in both the original and final figures.

To solve this:

1. Locate the original coordinates of the marked point in the graph.
2. Apply the translation:
   • Translation to the left decreases the $x$-coordinate by 5.
   • Translation upward increases the $y$-coordinate by 7.
3. Calculate the final coordinates.

Let me know if you'd like me to zoom in or clarify the graph further to identify the original point coordinates! Do you have any questions so far?

Here are 5 related questions for further exploration:

1. What are the general formulas for translating points in coordinate geometry?
2. How do translations differ from rotations or reflections in transformations?
3. What is the effect of applying two consecutive transformations?
4. How can transformations be visualized algebraically and geometrically?
5. How do translations relate to vector addition in geometry?

Tip: Always double-check the directions (left/right, up/down) in translations to avoid errors in sign adjustments!