Consider an exchange economy with 2 consumers (A and B) and 2 goods (x₁and x₂). Consumer A's utility function is given by

uA=x1+ax^1/2

where a is some constant, and Consumer B's utility function is given by

uB=x1+bx2

where b is some constant. Suppose that a=176 and b=9. At a Pareto optimal allocation in which both individuals consume some of each good, how much x₂does Consumer A consume? (Answer up to 2 decimal places.)