The survival of the coral reef ecosystem in the Sapphire Atoll requires a continuous presence of parrotfish. Parrotfish, however, can maintain their populations only if there is a low concentration of acidic pollutants in the surrounding water. It has been recently established that heavy industrial runoff from the mainland introduces high levels of heavy metals into the atoll. Therefore, whenever the atoll experiences heavy industrial runoff, the coral reef ecosystem will ultimately fail to survive.
Which one of the following is an assumption required by the argument?
- The introduction of high levels of heavy metals into the atoll precludes a low concentration of acidic pollutants in the water.Answer
- BAny atoll water that lacks a low concentration of acidic pollutants must contain high levels of heavy metals.
- CA low concentration of acidic pollutants in the water is sufficient to guarantee the continuous presence of parrotfish.
- DIf parrotfish fail to maintain their populations, the concentration of acidic pollutants in the water will inevitably rise.
- EIf heavy industrial runoff from the mainland is prevented, the coral reef ecosystem in the Sapphire Atoll will survive.
Answer
The statement asserting that the introduction of high levels of heavy metals into the atoll precludes a low concentration of acidic pollutants in the water.
The argument depends on linking the new information introduced in the premises (heavy metals) to the causal chain that leads to the destruction of the reef. The premises establish that survival requires parrotfish, and parrotfish require low acid. Thus, a lack of low acid guarantees the reef will not survive. The argument concludes that heavy runoff guarantees the reef will not survive, based strictly on the fact that runoff introduces heavy metals. For this to make sense, the heavy metals must cause the lack of low acid. By stating that heavy metals preclude low acid, this option perfectly bridges the gap in the conditional chain.
Step-by-Step Solution
Key Concept
Assumptions in Conditional Logic
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