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Consider an economy with the representative consumer's preferences described by U(C, L) = InC + 4 Inl where C represents consumption and I represents leisure. She can allocate 24 hours to leisure or labor. The representative firm's production function is described by Y = z K . NO. where z is the total factor productivity, K is capital stock and N is labor supply. Suppose K = 1 and productivity equals to 4. Also, the government spends 4 units of the consumption goods. Find the equilibidevel of C, I, N, w, and Y. (round answers to 3 decimal points) (a) Consumption, C = units (b) Leisure, I = hours (c) Labor supply, N = hours (d) Real wage, W = units (e) Output, Y = units