Consider an exchange economy with two goods (denoted x and y) and two consumers (denoted i and j). The consumer utility functions are: u^I = \alpha log x + (1-\alpha) log y, u^j = \beta log x + (1-\beta)log y where alpha in (0,1) and beta in (0,1). i's endowment is w^I = (0,1), while j's endowment is w^j = (1,0). What are the consumers' Marshalian demands as a function of p_x and p_y