Consider an individual rm competing in a market with many other producers and producing an undifferentiated product (i.e., consumers consider the product from one rm to be exactly as good as the product from any other rm). Assume this rm faces a conventional production technology. The short-run production function has a small range of increasing marginal product (increasing marginal returns) and then is subject to the Law of Diminishing Marginal Product (diminishing marginal returns) 0 Putting quantity q on the horizontal axis and dollars $ on the vertical axis, depict four important curves: Average Fixed Cost (AFC), Average Variable Cost (AVC), Average Total Cost (ATC), and - Marginal Cost (MC). Label each of these curves with the subscript 0 to indicate that these are the original (or current) curves. 0 For this question, assume the individual producers in this industry have no control over prices; they must accept the exogenousiy given price, P0. On a graph containing the four curves MCo, AFCO, AVCO, and ATCO, depict the protmaximizing outputfor this rm under the assumption that the exogenously given price of P0 is just high enough to allow the producer to arrive at an optimal output, qo, that results in zero prots