please help me answer this question quickly , thanks !

Consider the pure exchange economy with 2 goods, good 1 and good 2, and two consumers, consumer A and consumer B. The consumers have the following utility functions: UA(XIA,X2A)=XIA+3X2A; UB(X1B/X2B)=XIB +X28: Consumer A is initially endowed with 4 units of good A and no unit of good 2, that is, consumer A's initial endowment is (W14,W2A)=(4,0). Consumer B is initially endowed with 3 units of good 2 and no unit of good 1, that is, (W18,(2B)=(0,3). In order to implement the allocation (X1A,X2A)=(2,3), (X1B/X2B)=(2,0) as a Walrasian equilibrium, what transfer of wealth should we make between the consumers if good 1 is the numeraire, that is, if p1 =1? a. An amount 3 of wealth should be transferred from consumer B to consumer A. O b. An amount 7 of wealth should be transferred from consumer B to consumer A. O c. An amount 7 of wealth should be transferred from consumer A to consumer B. O d. None of the other answers. O e. An amount 3 of wealth should be transferred from consumer A to consumer B. Clear my choice