Consider the Solow model with a production function Y(t) = A k(t)L(t)1 , where A is a fixed

technological parameter. Explicitly solve for the steady-state value of the per capita capital stock and

per capita income. How do these values change in response to a rise in (a) the technological

parameter A, (b) the rate of saving s, (c) , (d) , the depreciation rate, and (e) the population growth

rate n?