Q3 2 Points Consider the optimization problem. Find two positive integers @ and y such that their sum is 10 such that the sum of their squares x + y is a maximum. Q3.1 finding constraint equation 1 Point Find the constraint equation. O+y+x+ y = 10 O x + y = 10 x+ y = 10 O none of the answers listed Q3.2 finding objective equation 1 Point Find the objective equation in terms of x. Of(x)=x+10-2 none of the answers listed f(x)=x+10-2 Of(x) = x+(10-2) Q4 1 Point If we are solving an optimization problem and our objective function depends on three variables, how many constraints would we need to use in order to rewrite the objective and optimize the function using techniques learned in this course? 1 0 3 2