Show work please

2. Suppose that a rational consumer has the total utility function: max V (C1, C2) = aln(c1) + (1 -a) In(c2) C1,C2 where a = WIN Endowment: y = (1,y2 ) = (1,0) Using the tangency condition, the budget constraint, and the endowment, determine numerical values for the optimal level of consumption c = (C1, C2). Assume the real interest rate is r= 0.10