Hello can you please help with this questions.I have a test in a week

5. Assume that an economy is in steady state and at the Golden Rule. In this economy, the steady-state capital-output ratio # will equal the divided by the A.) Savings rate s; capital share a. B.) Savings rate s; slope of the breakeven-investment function. C.) Capital share a; marginal product of capital MPK. D.) B.) and C.) E.) Neither A.), B.), nor C.) 6. Consider an economy that is in steady state. The rate of growth of technological progress g equals .05, the growth rate of population n is .05, and the depreciation rate o is .05. The savings rate is .30. The value of a in the production function is .50. What is the steady-state value of the capital-output ratio ? A.) Two (2). B.) Three (3). C.) Four (4). D.) Five (5). E.) None of the above, or we aren't given enough information answer the question precisely. 7. (Continuing the previous question.) What is the steady-state value of capital per effective unit of labor k? A. ) Two (2). B.) Four (4). C.) Five (5). D.) Twenty-five (25). E.) None of the above, or we aren't given enough information answer the question precisely. 8. (Continuing the previous question.) What is the steady-state rate of growth of output per worker -? A.) Zero (0). B.) Five percent (.05). C.) Ten percent (.10). D.) Fifteen percent (.15). E.) None of the above or we aren't given enough information to answer the question precisely