Could you please help with the below question:

Question 1 Let K: denote the quantity of capital 3 country has at the beginning of period t. Also, suppose that capital depreciates at a constant rate d, so that did of the capital stock wears out during period it. If investment during period t is denoted by It, and the country does not trade with the rest of the world [the current account surplus is always zero], then we can say that the quantity of capital at the beginning of period t + 1 is given by Kt+1 = (1 CDKt + It Suppose at the beginning of year 0 that this country has 80 units of capital. Investment expenditures are 10 units in each of years 0, 1, 2, 3, 4, 10. The capital stock depreciates by 10% per year. a) Calculate the quantity of capital at the beginning of years 0, 1, 2, 3, 4, ..., 10. (10 Points] b] Repeat part [3), except assume now that the country begins year 0 with 100 units of capital. [10 Points)