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

Consider the Solow model with a production function Y(t) = A · k(t)^αL(t)^{1 − α}, 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) α,

(d) δ, the depreciation rate, and

(e) The population growth rate n?