Part 1The figure shows the production possibilities frontier for Mario's, a pizza and pasta producer.Draw a point at which the firm achieves production efficiency. Label it Efficient.Draw a point that is attainable but inefficient. Label it Inefficient. Click toenlargegraph Part 1What is the outcome when production is efficient?When production is efficient, ______. A. Mario's can produce more pasta only by producing less pizza B. Mario's can produce more pasta without producing less pizza C. there is no tradeoff between pizza and pasta D. some resources are unused or misallocated Part 1
0246810120102030405060708090100Pizza (number per hour)Pasta (dishes per hour)PPFPPF Edit coordinates interactive graph Draw only the objects specified in the question.

Question

Part 1The figure shows the production possibilities frontier for​ Mario's, a pizza and pasta producer.Draw a point at which the firm achieves production efficiency. Label it Efficient.Draw a point that is attainable but inefficient. Label it Inefficient. Click toenlargegraph Part 1What is the outcome when production is​ efficient?When production is​ efficient, ______. A. ​Mario's can produce more pasta only by producing less pizza B. ​Mario's can produce more pasta without producing less pizza C. there is no tradeoff between pizza and pasta D. some resources are unused or misallocated Part 1
0246810120102030405060708090100Pizza (number per hour)Pasta (dishes per hour)PPFPPF Edit coordinates interactive graph​>>> Draw only the objects specified in the question.

BlackTom AI · Accepted Answer

First, let me restate the question and options in my own words to set the stage: The graph shows Mario's production possibilities frontier (PPF) for pizza and pasta. We are to identify what happens when production is efficient, and select among the following statements: A) Mario's can produce more pasta only by producing less pizza; B) Mario's can produce more pasta without producing less pizza; C) there is no tradeoff between pizza and pasta; D) some resources are unused or misallocated.

Analyzing option A: 'Mario's can produce more pasta only by producing less pizza.' This describes the core idea of the PPF and productive efficiency: along the frontier, increasing output of one good requires sacrificing some output of the other because resources are allocated to the most valuable use given tradeoffs. Therefore, to gain more pasta, Mario’s would need to give up some pizza, which is consistent with efficiency on a curved PPF.

Analyzing option B: 'Mario's can produce more pasta without producing less pizza.' This implies a feasible move to higher pasta without reducing pizza output, which would indicate an outward shift or a gain without a tradeoff. On a fixed PPF, such a move is not possible; it would require unlimited resources or technological progress without any cost, which contradicts the idea of a constrained frontier. Thus, this statement describes inefficiency or impossibility under a fixed frontier.

Analyzing option C: 'There is no tradeoff between pizza and pasta.' This would be true only if the two goods could be produced completely independently with no opportunity cost, which is not the case on a typical PPF. The frontier embodies the tradeoff between the two goods, so this option mischaracterizes production possibility.

Analyzing option D: 'Some resources are unused or misallocated.' If production is efficient, all available resources are being used to their productive capacity and allocation is optimal given the frontier. Stating that resources are unused or misallocated would describe inefficiency, not efficiency, on the PPF.

Putting the pieces together, option A correctly captures the tradeoff that defines production efficiency on the PPF: increasing pasta comes at the expense of pizza, and vice versa. The other options describe scenarios inconsistent with a fixed production possibilities frontier or describe inefficiency rather than efficiency, which would not align with the concept of producing efficiently on the frontier.

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