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What must be an essential feature for all production functions?
-That if the input is 0, then the output must be 0.
-Thus, if the input is greater than 0, the output must be greater than 0


With this production function, what is happening to
f(x)
f’(x)
f’’(x)
If we say x = number of farmers, and f(x) = grain produced
-We can see that as you increase the number of farmers, the amount of grain being produced rises. Thus, as x rises, so does f(x)
-We also see that as x increases, so does y in a way that its slope is positive. Thus, we can say that f’(x) > 0
-Finally, as we see x increasing, we see that the gradient gets less steep and flatter. Thus, we can say that f’’(x) < 0
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