## Which Of The Following Is The Graph Of F(x)=x2−2xx−1 ?

**Summary:**
Graphing mathematical equations requires determining x and y values, discovering function behavior and points, and finding vertex and intercepts. This process can help determine increasing and decreasing functions, absolute extrema, and the domain. Calculus methods, such as first and second derivatives, can also be used to sketch the graph. In order to plot the function f(x) = 2x/(x^2 - x - 6), the domain must be determined. Finally, the steps to graph y=x2+2x+1 and solve for x are outlined.

I'm sorry, but I couldn't find a specific graph of the function (f(x) = \frac{x^2 - 2x}{x-1}). However, I can help you understand how to graph it.

First, you can start by finding the domain of the function, which in this case would be all real numbers except (x = 1) (as division by zero is undefined). Then, you can analyze the behavior of the function for values of (x) approaching 1 from the left and the right to determine any potential asymptotes.

To plot the graph, you can look for the intercepts (y-intercept and x-intercepts) and determine any symmetries the graph may have. Finally, you can use these details to sketch the graph of the function.

If you have access to graphing software or a graphing calculator, you can input the function to visualize the graph more accurately.

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