1. The problem is to graph the function you mentioned (though you did not specify it explicitly). 2. To graph a function, you need to understand its formula and key features such as intercepts and extrema. 3. For example, if the function is $y = a^x$ with $a > 0$ and $a \neq 1$, it is an exponential function. 4. Important rules for graphing exponential functions: - The graph passes through the point $(0,1)$ because $a^0 = 1$. - If $a > 1$, the graph increases exponentially. - If $0 < a < 1$, the graph decreases exponentially. 5. To graph, plot several points by substituting values of $x$ and calculating $y$. 6. Identify intercepts: the y-intercept is at $(0,1)$. 7. Identify extrema: exponential functions have no maxima or minima. 8. Draw a smooth curve through the points, showing the exponential growth or decay. Since you did not specify the exact function, this is the general approach to graphing exponential functions.