Seller who evaluates a good with v. is negotiating a sale with a buyer who evaluates a good with vb. If negotiating breaks down, the seller can sell the same good and the buyer can buy the same good (vs ≤Ps, Pb ≤Vb, Vs ≤Vb), find out what will happen. Answer the following questions! 1. Considering that this problem is converted into a negotiation problem that distributes the surplus a, a can be expressed by vs and vb. And the gain of the reference point of this converted is expressed by c₁. How much would c₁, c₂ be if the buyer were c₂? Express as vs, pb, ps, Vb! 2. What happen to the Nash Bargaining Solution for this converted problem according to the Nash Bargaining Solution presented in this chapter? Find the seller's gain as x, and the buyer gain as Xb. 3. Return to the problem and find out what the selling price will be?