Consider the Solow Growth Model with the production function: F(K, N) = (K + 2K 1 /2 N1 /2 + N), Y = zF(K, N). Assume 10% of the capital is lost each period due to depreciation and the population grows by 2.5% each period. The consumer in this economy saves 40% of his income. The total factor productivity is given by z = 0.1. 1. Compute the steady state k* in this economy? 2. Compute the Golden Rule (**, s**, and c**