![](data:image/png;base64, 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)
The above figure depicts a short-run production function for Albert's Pretzels. The marginal productivity of labor
◦ falls then rises as the amount of labor increases.
◦ is greater than or equal to the average productivity of labor for all amounts of labor.
◦ is less than or equal to the average productivity of labor for all amounts of labor.
◦ rises then falls as the amount of capital increases.