in the combined romer and solow model - if you increase the parameter 'z' - can you graph for me the effects on the balanced growth path and the transition dynamics - z occurs in the growth part and the level part

In the Solow model, if investment per-worker initially exceeds saving per-worker, how isthe steady-state capital per worker reached? Draw a graph to support your answer

Consider two countries in a Solow economy with growth in population but no growth in technological change. Assume both start from below their steady-state k∗, but one starts further below than the other, and all parameters are identical. On the same diagram, plot transition paths for each country.

Give typing answer with explanation and conclusion

If there is technological progress what will happen to the solow model ? Sketch it

In the Harrod-Domar model describe the effect of economic growth due to (a) increase in consumption rate and (b) increase in savings rate.

In the Solow Growth Model, a country's production function is defined by the following: Y = F (K/L) = kºs Where K is capital and I. labour; labour grows at a rate (n), and the economy faces depreciation at a rate (8) The initial Capital Stock per worker: k, = 9 units The savings rate: s = 0.20 and the rate of depreciation: a = 0.1 Using equations and identities from the Solow Growth Model, calculate the level of capital k, Output y, Consumption c, depreciation and change in capital from the equation of motion for periods 1, 2 and 3. Comment on the accumulation of capital and output over the three periods.

Can you help me with this please, Thank you!

What are the characteristics of a steady state in the Solow growth​ model?

Qutuion 6&7 only