Find a line I defined by y = m + b so that 2 passes through the point (2,2) and so that the area of the triangle formed by l and the m and yaxes is as small as possible. To solve this problem, you should draw the draw the triangle, find the z- and y-intercepts as functions of m, use these to write the area A(m) as a function of m, and then minimize A(m). m: b