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Save Answer Consider an economy that is populated by many identical consumers. The representative consumer has preferences that can be described by the utility function u(c,c') = In(c) + 2In(c'), where c is the level of current consumption and C' is the level of future consumption. The marginal utilities of the consumer are given as MU, = and MU. = The consumer has a current income of $5,000 and a future income of $7,000. The consumer pays $1,000 in tax in each period (current and future). The real interest rate is r = 0.05. Suppose the consumer's current consumption level is c = 1,000 and future consumption level is c' = 1,500. How many units of current consumption is the consumer willing to give up for an additional unit of future consumption? Round your answer to at least 2 decimal places