Please answer every part of this question

QUESTION 2 = Consider the Malthus growth model discussed in class. Suppose that the production function in a specific period is given by Y = zF(L, N) = zlN1-a, (1) where Y is aggregate output, L denotes land and N is the population. Land is fixed while the entire population is assumed to be working. Variable z represents total factor productivity, while a is a parameter that take values between 0 and 1. The function that describes the relationship population growth and consumption per capita is given by N' 11cd N bd N (2) where C denotes aggregate consumption, while b > 0 and 0 0 and 0