1. The problem is to find the equation of the exponential trendline for the given data points using Excel. 2. The general form of an exponential function is $$y = a e^{bx}$$ where $a$ and $b$ are constants to be determined. 3. In Excel, you can use the "Exponential Trendline" option in a scatter plot or use the LOGEST function to find $a$ and $b$. 4. After entering the data into Excel and applying the exponential trendline, Excel provides the equation in the form $$y = a e^{bx}$$ with specific values for $a$ and $b$. 5. Using Excel on the provided data, the exponential trendline equation is approximately: $$y = 0.0111 e^{3.034x}$$ 6. According to the Mobius format, the answer should be written as: 0.0111*exp(3.034x) This equation models the exponential relationship between $x$ and $y$ for the given data points.