Logic Breakdown

Passage Summary: Because all moons have to orbit a planet, the astronaut concludes that all the moons in solar system S4 must orbit planet Alpha.

Conclusion: Every moon in the S4 solar system orbits the specific planet named Alpha.

Reasoning: By definition, every moon must orbit some planet within a solar system.

Analysis: The premise establishes a general rule: Moons orbit *a* planet. The conclusion, however, gets very specific: All moons in S4 orbit *Alpha*. This logic only holds up if there are no other planets in S4 for those moons to orbit. If planet Beta existed in S4, a moon could orbit Beta and still satisfy the definition. To make the conclusion follow logically, we must assume that Alpha is the only planet in solar system S4.

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5.

The astronaut's conclusion follows logically if which one of the following is assumed?

Correct Answer
C
If Alpha is the only planet in S4, then every moon in S4 (which must orbit a planet in its solar system) must orbit Alpha. That makes the conclusion logically follow.
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