*5. Which computer based optimization technique would you recommend for each of the following objective functions? Please justify your answer briefly in each case. a) A local maximum of Schaffer function: f(z, y) = 0.5 +-sin'e-va)-0.5 12 b) A local minimum of Goldstein-Price function 30 + (2z - 3y) (18 - 32z+122* +48y - 36zy +27y') c) A local minimum of Bukin function: fv)100/00.011 d) The global minimum of Holder function f(x, y)--sin z cosyexp1 *5. Which computer based optimization technique would you recommend for each of the following objective functions? Please justify your answer briefly in each case. a) A local maximum of Schaffer function: f(z, y) = 0.5 +-sin'e-va)-0.5 12 b) A local minimum of Goldstein-Price function 30 + (2z - 3y) (18 - 32z+122* +48y - 36zy +27y') c) A local minimum of Bukin function: fv)100/00.011 d) The global minimum of Holder function f(x, y)--sin z cosyexp1