The utility function isU=f(x,y)

Bundle 1 and Bundle 2 , are on the same indifference curve U_o=f(x₁, y₁)=f(x_z, y₂)

Bundle 3 is an equal combination of Bundle 1 and Bundle 2

Bundle 3 = 50% of Bundle 1 + 50% of Bundle 2

Utility of Bundle 3 U₃=f(x₃, y₃₎

MUX > 0 and MUY > 0 and U₃₌U_o

Draw theindifference curve, accurately showing the given information and the locations of bundles 1, 2, and 3. Explain your reasoning.

Does this utility function display diminishing marginal utility? Please explain.