The line given by and the circle given by are graphed. Two graphs on an x y coordinate plane. The x- and y- axes scale by one. The first graph is a line slanting upwards from left to right through the points (negative one, negative one) and (zero, one). The second graph is a circle with a center at (negative one, zero) with a radius of one, passing through the points (zero, zero), (negative two, zero), (negative one, negative one), and (negative one, one). Two graphs on an x y coordinate plane. The x- and y- axes scale by one. The first graph is a line slanting upwards from left to right through the points (negative one, negative one) and (zero, one). The second graph is a circle with a center at (negative one, zero) with a radius of one, passing through the points (zero, zero), (negative two, zero), (negative one, negative one), and (negative one, one). We want to find the solutions to the system formed by the two equations. 1) One solution is clearly identifiable from the graph. What is it?