1. SOLUTION OF AN UNCONSTRAINED GEOMETRIC PROGRAMMING PROBLEM USING ARITHMETICGEOMETRIC INEQUALITY2. Find the minimum of the function f () = 0.65 ((0.75)/1 + 2) 0.65 tan1 1/ using the NewtonRaphson method with the starting point 1 = 0.1 Use = 0.01

3. EXPLAIN Quasi-Newton Method4 EXPLAIN The Types of Multistage Decision Problems