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4. Suppose that the utility function is u(c, () = log(c) - e (a) Find the equation of an indifference curve given a level of

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4. Suppose that the utility function is u(c, () = log(c) - e (a) Find the equation of an indifference curve given a level of utility I. (b) Find the Marginal Rate of Substitution. (c) Show the optimal consumption-labor choice using a plot with c in the y-axis and { in the x-axis. (d) Find the optimal amount of consumption and leisure assuming that h = 1 and T = T = 0

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