1. Lectures in Macroeconomics- Charles W. Upton The Malthusian Model

2. Developed by Thomas Robert Malthus in On Population, 1798.

3. The Malthusian Model Developed by Thomas Robert Malthus in On Population, 1798. A Simplistic Model, but a guide to how economists use models.

4. The Malthusian Model Developed by Thomas Robert Malthus in On Population, 1798. A Simplistic Model, but a guide to how economists use models. Indeed, the model is still used in many public policy discussions.

5. The Malthusian Model Key Assumptions Resources, if they grow at all, tend to grow at an arithmetic rate.

6. The Malthusian Model Key Assumptions Resources, if they grow at all, tend to grow at an arithmetic rate. Population, unchecked by famine, will grow at a geometric rate.

7. The Malthusian Model A Graphical Interpretation Diminishing returns to proportion –Double the number of workers, you get more output, but not twice as much

8. The Malthusian Model A Graphical Interpretation Diminishing returns to proportion Population unchecked by famine grows at a geometric rate. –We will not attempt to measure this rate.

9. The Malthusian Model A Graphical Interpretation Diminishing returns to proportion Population unchecked by famine grows at a geometric rate. There is a minimum subsistence budget s. –Again, we will not attempt to quantify this budget.

10. The Malthusian Model The Basic Graph Output Population Y = (N)

11. The Malthusian Model The Basic Graph Output Population Y = Y(N) The more people (workers), the higher the level of output. But output rises at a lower rate than population. That is, there is a positive but diminishing marginal physical product.

12. The Malthusian Model The Basic Graph Output Population Y = (N) N1N1 Y1Y1 Slope of line, Y 1 /N 1, is output per capita.. As N increases, slope diminishes

13. The Malthusian Model The Basic Graph Output Population Y = (N) S = sN

14. The Malthusian Model The Basic Graph Output Population Y = (N) S = sN While the production function has a diminishing slope, the subsistence line does not. Two cannot live as cheaply as one.

15. The Malthusian Model The Basic Graph Output Population Y = Y(N) S = sN N*

16. The Malthusian Model The Basic Graph Output Population Y = Y(N) S = sN N* If N > N*, there is not enough food to go around; people die of famine.

17. The Malthusian Model The Basic Graph Output Population Y = Y(N) S = sN N* If N <N*, there is enough food to go around, but population will grow.

18. The Malthusian Model The Basic Graph Output Population Y = Y(N) S = sN N* Thus population will settle in at N*, where people are living at bare subsistence.

19. The Malthusian Model End ©2003 Charles W. Upton. All rights reserved