Let A = {b, c, d} be a set of feasible baked goods, where b denotes a brownie, c denotes a chocolate chip cookie, and d denotes a danish. Consider the following relations: . bRic, cRid. . bR2b, bR2c, bRad, CR2b, CR2c, CR2d, dR2b, dRoc, and dRad. . CR3C. 1. Which of the above relations are transitive? 2. Which of the above relations are complete? 3. Which of the above relations are symmetric