Oligopoly Competition
Demand Analysis under Oligopoly Competition The demand curves in oligopoly markets are influenced... Read More
The production function (or Solow growth model) is used to determine the economy’s underlying source of growth. It attributes the growth of the gross domestic product (GDP) and productive capacity to:
The production function explains that the gross domestic product depends on technology and different macroeconomics inputs. When technology advances or inputs increase, the production of goods will increase.
The production function is based on two main assumptions. First, we suppose that the production function acts as evidence for a decline in input when the extra output will be obtained (diminishing marginal productivity). This, in return, exhibits what capital and labor contribute to economic growth.
Secondly, a percentage increase in input leads to an increase in the output by the same percentage. The production function has positive returns to scale.
In 1798, Thomas Malthus argued that economic growth becomes stranded at a certain level of input. If capital grows at a higher rate than labor, then capital will end up being less productive. It is therefore noteworthy that lessening of marginal productivity of capital has two main effects on GDP:
Therefore, the only way to maintain long-term growth in potential GDP per capita is technological advancements, which increase workers’ productivity.
Question
Given the Solow growth model, the gross domestic product (GDP) increases as a function of which of the following?
I. Accumulation of raw materials
II. Discovery of new technologies
III. Accumulation of capital
IV. Accumulation of labor
A. II only
B. II, III & IV only
C. I, II, III & IV only
Solution
The correct answer is C.
According to the Solow growth model, the application and discovery of new technologies enable inputs to be more productive. Moreover, the accumulation of raw materials, labor, and capital (inputs) all play a role in increasing the GDP and productive capacity.