Equations for the Solow growth model (assuming no technological progress): Steady state condition: sf(k)=(8+n)k Golden rule condition: MPK = 8+n 0.5 Suppose a production function in per-person form: (k)= 2k5, depreciation rate is 0.1, population growth rate is 0.1, and saving rate is 0.4. Mark answers on scantron. You may use the scratch space on the last page for calculations, but this will not be graded. Suppose the current level of capital per person, k, is 1 (I do not necessary claim this is a steady state). What does this imply about the value of the current growth rate in capital stock per person? Mark answer on scantron. Again supposing the current level of capital per person is 1, this implies that the current level of total depreciation is compared to the level of investment. Again supposing the current level of capital per person is I, this implies that the current level of investment is compared to the level of total saving.