This question requires that you use the law of motion of capital, the production function, and the national income accounts identity. Suppose that a nation’s production function is Y_t = F(K_t, L_t) = K_t^{\alpha}L_t^{1-\alpha}
You have the following information:
The share of income paid to owners of capital \alpha = \frac{1}{3}
The rate of depreciation, \delta = 1
The savings rate s=.15
The initial capital stock K_0=1
The labor supply, for all t\geq 0 is L_t=5
Assuming that L_t is the number of workers, What is the long run level of output per worker?
Please give an exact answer. This question will accept any answer within .1 of the exact answer

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Creation landscaping has 1,000 bonds outstanding that are selling for $1,280 each. the company also has 2,000 shares of preferred stock outstanding, currently priced at $27.20 a share. the common stock is priced at $37.00 a share and there are 28,000 shares outstanding. what is the weight of the debt as it relates to the firm's weighted average cost of capital?

Why are there so many types of diversion programs for juveniles