Let $f(x)=4e^{0.5x-1}-2$ and let $g(x)=\dfrac45x+1$. The graph of $y=f(x)$ is shown below. **Use the interactive graph to sketch a graph of $y=g(x)$. ** [[☃ grapher 1]] Let $x_1$ and $x_2$ be solutions of $4e^{0.5x-1}-2=\dfrac45x+1$, where $x_1>x_2$. **Estimate the value of $x_1$. ** *Answers within $\textit{0.5}$ units of the solution will be accepted.* [[☃ numeric-input 1]]