Let there be two goods, L=2. Consider a finite number of Leontief consumers i with utility function ui(xi1,xi2)=min{xi1,xi2} and initial endowments i 0 . Recall that for any price system p=(p1,p2)0, the demand of such a consumer satisfies xi1(p)=xi2(p)=p1+p2mi=p1+p2pi. Use this information to show the following: Suppose the aggregate endowment =(1,2) of this economy satisfies 1>2 and that p=(p1,p2) is an equilibrium (market clearing) price system. Then p1=0 and p2>0..