Step 1: Understanding the Concept:
The question asks for the definition of a production function, a fundamental concept in microeconomics that relates inputs to outputs.
Step 2: Detailed Explanation:
A production function is a technological relationship that expresses the maximum quantity of a good that can be produced from a given set of inputs (factors of production), over a specific period of time, assuming a given state of technology.
In simple terms, it shows the relationship between physical inputs (like labor and capital) and the maximum possible physical output. It is a technical, not an economic, relationship, as it does not involve prices or costs.
It can be expressed in a functional form as:
\[ Q_x = f(L, K) \]
Where \(Q_x\) is the maximum output, \(L\) is units of labor, and \(K\) is units of capital.
Step 3: Final Answer:
A production function is a technical equation that shows the maximum amount of output that can be produced with any given combination of inputs, using the best available technology.
Mention the events related to the following historical dates:
\[\begin{array}{rl} \bullet & 321 \,\text{B.C.} \\ \bullet & 1829 \,\text{A.D.} \\ \bullet & 973 \,\text{A.D.} \\ \bullet & 1336 \,\text{A.D.} \\ \bullet & 1605 \,\text{A.D.} \\ \bullet & 1875 \,\text{A.D.} \\ \bullet & 1885 \,\text{A.D.} \\ \bullet & 1907 \,\text{A.D.} \\ \bullet & 1942 \,\text{A.D.} \\ \bullet & 1935 \,\text{A.D.} \end{array}\]