Here is the graph that shows the exponential regression model $y = 2.61 \times (2.34)^x$ along with the provided data points. The red crosses represent the actual data, and the blue curve is the exponential model fitted to that data.

Would you like further details on the regression model or any additional calculations?

Here are 5 related questions to consider:

1. What are the specific steps to calculate the parameters for an exponential regression model?
2. How can we measure the accuracy of this regression model?
3. How does the growth factor 2.34 affect the curve's steepness?
4. What other types of models could be used to fit this data if exponential growth isn’t suitable?
5. How can we interpret this exponential model in real-life applications?

Tip: In exponential growth, small increases in $x$ lead to rapid increases in $y$, which can make real-world processes like population growth or investment returns highly sensitive to changes in time or inputs.