1. The asymptotes of hyperbola H have equations l : 3r – 4y + 11 = 0 and l2 : 3r + 4y – 5 = 0. Let C be the point of intersection of the asymptotes (1 and l2. Solve for the coordinates (a) of point C. (b) vertices V1 and V2 of H. Let F(-1, 12) and F2(-1, -8) be the foci of H. Solve for the coordinates of the (c) Find an equation of the hyperbola H with F and F2 as its foci and with V and V2 as its vertices. (d) Sketch the graph of H and label its foci, vertices, and center.

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