24. 25. 26. The function f(:r,y) = 23:3 6mg 3312 has A. a relative minimum and a saddle point B. a relative maximum and a saddle point C. a relative minimum and a relative maximum D. two saddle points E. two relative minima. Consider the problem of nding the minimum value of the function f (1:,y) = 451:2 + \"92 on the curve my = 1. In using the method of Lagrange multipliers, the value of A (even though it is not needed) will be 1 A. 2 B. 2 C. \\/ D. E E. 4. Evaluate the iterated integral f 13 f: idydaz. A. 3 B. 2 C. 1113 D. 0 E. 1n2