Answer:
The graph appears to show a piecewise function defined by two absolute value expressions. For x<1, the graph is given by f(x)=∣∣21x−1∣∣+2. For x≥1, the graph is given by f(x)=∣∣21x+1∣∣−2.Here's how to graph the function by hand:Identify the key features of each piece of the function. For example, for x<1, the slope of the absolute value graph is 21, and the y-intercept is 2.Sketch the graph of each piece based on its key features. For example, for x<1, the graph should be a diagonal line with a slope of 21 and a y-intercept of 2.Combine the graphs of the two pieces at the point where they meet, which in this case is x=1.
