Botanist: For any plant species to survive in the highly arid dunes of the central desert, it must have a root system capable of reaching deep subterranean aquifers. The newly classified shrub Silene deserta possesses a remarkably extensive taproot system that has been proven to penetrate to the depth of these underground aquifers. Therefore, it is certain that Silene deserta is capable of surviving in the central desert's highly arid dunes.
Which one of the following most accurately describes a flaw in the botanist's reasoning?
- Afails to consider that the absolute depth of a plant's taproot may not perfectly correspond to the percentage of total water it can successfully absorb
- Binfers that a plant as a whole can withstand a harsh environment purely on the basis that one of its specific biological structures is uniquely adapted to that environment
- takes a condition that is required for a plant species to survive in a particular environment to be a condition that ensures its survival in that environmentAnswer
- Dconcludes that the depth of a plant's root system causes its survival without considering whether the two phenomena are merely correlated by a third factor
- Eillicitly relies on two different meanings of the concept of survival between the established premise and the final conclusion
Answer
The correct answer is the option stating that the argument takes a condition that is required for a plant species to survive to be a condition that ensures its survival.
The correct answer accurately identifies an illegal reversal of conditional logic. The first sentence establishes that reaching deep subterranean aquifers is a necessary condition for survival ('must have'). The argument then shows that Silene deserta meets this necessary condition, and concludes that its survival is therefore guaranteed. This illicitly treats a required condition as a sufficient one, failing to consider that there may be other necessary conditions for survival.
Step-by-Step Solution
Key Concept
Flaw in the Reasoning - Confusing Necessary and Sufficient Conditions
Estimated Time:2m 0s