Hello, I have a problem that has me stumped, please help. Question: Find the equations of the asymptotes of the following fractional functions., and then, draw the graph and label x- and y-axis points of intersection. The equation: y= x/(x + 1) My try at it: I first divided x by (x + 1) to get the equations of the asymptotes: x=-1, y=1 from y= 1 + 1/(x+1). Then I drew the asymptotes equations on the graph: https://docs.google.com/drawings/d/1p2Lfkqab9qAVxzx9z0LFyWAm8-WeoP30yBSn9bHsDKM/edit (red is the asmptotes equations, black is the graph). Then I got stumped at the points of intersection with the x-axis: x-axis: (?, 0) y-axis: (0, 2) I got the y-axis by substituting 0 in for x in the previous equation: y = 1 + 1/(x + 1) y = 1 + 1/(0 + 1) y = 1 + 1/1 y = 1 + 1 y = 2 But for x: y = 1 + 1/(x+1) because if I do negative one: 0 = 1 + 1/(-1+1) 0 = 1 + 1/0 0 = 1 is incorrect.