It seems you've uploaded an image showing a math problem involving determining the constants $C$ and $a$ based on a graph of $y = C \cdot a^x$. Let me process the relevant parts to help you solve it. Hold on while I analyze the image content.From the uploaded image, the question asks you to find the constants $C$ and $a$ for the function $y = C \cdot a^x$. We know:

• $C = 8$ is given directly.
• To determine $a$, use a point from the graph.

Steps to Solve:

1. Identify a point $(x, y)$ from the graph.
2. Substitute $x, y,$ and $C$ into the equation $y = C \cdot a^x$.
3. Solve for $a$.

Would you like me to guide you through solving this step-by-step or verify points from the graph for you?

5 Follow-Up Questions:

1. What is the value of $y$ when $x = 0$ according to the graph?
2. Does the graph provide points where $x = 1$ or $x = 2$?
3. Are there additional instructions or observations from the graph to assist?
4. How is the behavior of the graph useful in confirming the base $a$?
5. Do you want a detailed explanation of how to handle fractional exponents in similar problems?

Tip: Always verify a second point on the graph to confirm the accuracy of $a$.